en to sv translation catalogue (448 entries)

note: i18n: ectx: <about name="..."> i18n: ectx: <hierarchy> <menu label="...">
en: Distributions
sv: Fördelningar

note: i18n: ectx: <about shortinfo="...">
en: Distribution functions, plots, tests of (normal) distribution, central limit theorem. Part of the official RKWard distribution
sv: Fördelningsfunktioner, diagram, tester av (normal) fördelning, centrala gränsvärdessatsen. Ingår i den officiella distributionen av RKWard.

note: i18n: ectx: <components> <component label="..."> i18n: ectx: (Loaded from Shapiro-Wilk Normality Test) i18n: ectx: (Shapiro-Wilk Normality Test) <dialog label="...">
en: Shapiro-Wilk Normality Test
sv: Shapiro-Wilk normalfördelningstest

note: i18n: ectx: <components> <component label="..."> i18n: ectx: (Loaded from Anderson-Darling Normality Test) i18n: ectx: (Anderson-Darling Normality Test) <dialog label="...">
en: Anderson-Darling Normality Test
sv: Anderson-Darling normalfördelningstest

note: i18n: ectx: <components> <component label="..."> i18n: ectx: (Loaded from Cramer-von Mises Normality Test) i18n: ectx: (Cramer-von Mises Normality Test) <dialog label="...">
en: Cramer-von Mises Normality Test
sv: Cramer-von Mises normalfördelningstest

note: i18n: ectx: <components> <component label="..."> i18n: ectx: (Loaded from Pearson chi-square Normality Test) i18n: ectx: (Pearson chi-square Normality Test) <dialog label="...">
en: Pearson chi-square Normality Test
sv: Pearson chi-två normalfördelningstest

note: i18n: ectx: <components> <component label="..."> i18n: ectx: (Loaded from Shapiro-Wilk Normality Test)
en: Shapiro-Francia Normality Test
sv: Shapiro-Francia normalfördelningstest

note: i18n: ectx: <components> <component label="..."> i18n: ectx: (Lilliefors (Kolmogorov-Smirnov) Normality Test) <dialog label="...">
en: Lilliefors (Kolmogorov-Smirnov) Normality Test
sv: Lilliefors (Kolmogorov-Smirnov) normalfördelningstest

note: i18n: ectx: <components> <component label="..."> i18n: ectx: (Loaded from Jarque-Bera Normality Test) i18n: ectx: (Jarque-Bera Normality Test) <dialog label="...">
en: Jarque-Bera Normality Test
sv: Jarque-Bera normalfördelningstest

note: i18n: ectx: <components> <component label="..."> i18n: ectx: (Beta distribution calculator) <dialog label="...">
en: Beta distribution calculator
sv: Räknare för betafördelning

note: i18n: ectx: <components> <component label="...">
en: Plot Beta distribution
sv: Rita betafördelning

note: i18n: ectx: <components> <component label="...">
en: Binomial distribution calculator
sv: Räknare för binomialfördelning

note: i18n: ectx: <components> <component label="...">
en: Plot binomial distribution
sv: Rita binomialfördelning

note: i18n: ectx: <components> <component label="..."> i18n: ectx: (Cauchy distribution calculator) <dialog label="...">
en: Cauchy distribution calculator
sv: Räknare för Cauchyfördelning

note: i18n: ectx: <components> <component label="...">
en: Plot Cauchy distribution
sv: Rita Cauchyfördelning

note: i18n: ectx: <components> <component label="..."> i18n: ectx: (Chi-squared distribution calculator) <dialog label="...">
en: Chi-squared distribution calculator
sv: Räknare för chi-två-fördelning

note: i18n: ectx: <components> <component label="...">
en: Plot Chi-squared distribution
sv: Rita chi-två-fördelning

note: i18n: ectx: <components> <component label="..."> i18n: ectx: (Exponential distribution calculator) <dialog label="...">
en: Exponential distribution calculator
sv: Räknare för exponentialfördelning

note: i18n: ectx: <components> <component label="...">
en: Plot Exponential distribution
sv: Rita exponentialfördelning

note: i18n: ectx: <components> <component label="..."> i18n: ectx: (F distribution calculator) <dialog label="...">
en: F distribution calculator
sv: Räknare för F-fördelning

note: i18n: ectx: <components> <component label="...">
en: Plot F distribution
sv: Rita F-fördelning

note: i18n: ectx: <components> <component label="..."> i18n: ectx: (Gamma distribution calculator) <dialog label="...">
en: Gamma distribution calculator
sv: Räknare för gammafördelning

note: i18n: ectx: <components> <component label="...">
en: Plot Gamma distribution
sv: Rita gammafördelning

note: i18n: ectx: <components> <component label="..."> i18n: ectx: (Geometric distribution calculator) <dialog label="...">
en: Geometric distribution calculator
sv: Räknare för geometrisk fördelning

note: i18n: ectx: <components> <component label="...">
en: Plot Geometric distribution
sv: Rita geometrisk fördelning

note: i18n: ectx: <components> <component label="..."> i18n: ectx: (Gumbel distribution calculator) <dialog label="...">
en: Gumbel distribution calculator
sv: Räknare för Gumbelfördelning

note: i18n: ectx: <components> <component label="..."> i18n: ectx: (Hypergeometric distribution calculator) <dialog label="...">
en: Hypergeometric distribution calculator
sv: Räknare för hypergeometrisk fördelning

note: i18n: ectx: <components> <component label="...">
en: Plot Hypergeometric distribution
sv: Rita hypergeometrisk fördelning

note: i18n: ectx: <components> <component label="..."> i18n: ectx: (Logistic distribution calculator) <dialog label="...">
en: Logistic distribution calculator
sv: Räknare för logistisk fördelning

note: i18n: ectx: <components> <component label="...">
en: Plot Logistic distribution
sv: Rita logistisk fördelning

note: i18n: ectx: <components> <component label="..."> i18n: ectx: (Log Normal distribution calculator) <dialog label="...">
en: Log Normal distribution calculator
sv: Räknare för lognormalfördelning

note: i18n: ectx: <components> <component label="...">
en: Plot Log Normal distribution
sv: Rita lognormalfördelningen

note: i18n: ectx: <components> <component label="..."> i18n: ectx: (Negative Binomial distribution calculator) <dialog label="...">
en: Negative Binomial distribution calculator
sv: Räknare för negativ binomialfördelning

note: i18n: ectx: <components> <component label="...">
en: Plot Negative Binomial distribution
sv: Rita negativ binomialfördelning

note: i18n: ectx: <components> <component label="..."> i18n: ectx: (Normal distribution calculator) <dialog label="...">
en: Normal distribution calculator
sv: Räknare för normalfördelning

note: i18n: ectx: <components> <component label="...">
en: Plot Normal distribution
sv: Rita normalfördelning

note: i18n: ectx: <components> <component label="..."> i18n: ectx: (Poisson distribution calculator) <dialog label="...">
en: Poisson distribution calculator
sv: Räknare för Poissonfördelning

note: i18n: ectx: <components> <component label="...">
en: Plot Poisson distribution
sv: Rita Poissonfördelning

note: i18n: ectx: <components> <component label="..."> i18n: ectx: (t distribution calculator) <dialog label="...">
en: t distribution calculator
sv: Räknare för t-fördelning

note: i18n: ectx: <components> <component label="...">
en: Plot t distribution
sv: Rita t-fördelning

note: i18n: ectx: <components> <component label="..."> i18n: ectx: (Studentized Range (Tukey) distribution calculator) <dialog label="...">
en: Studentized Range (Tukey) distribution calculator
sv: Räknare för studentiserad intervallfördelning (Tukeyfördelning)

note: i18n: ectx: <components> <component label="...">
en: Plot Studentized Range (Tukey) distribution
sv: Rita studentiserad intervallfördelning (Tukeyfördelning)

note: i18n: ectx: <components> <component label="..."> i18n: ectx: (Uniform distribution calculator) <dialog label="...">
en: Uniform distribution calculator
sv: Räknare för likformig fördelning

note: i18n: ectx: <components> <component label="...">
en: Plot Uniform distribution
sv: Räknare för likformig fördelning

note: i18n: ectx: <components> <component label="..."> i18n: ectx: (Weibull distribution calculator) <dialog label="...">
en: Weibull distribution calculator
sv: Räknare för Weibullfördelning

note: i18n: ectx: <components> <component label="...">
en: Plot Weibull distribution
sv: Rita Weibullfördelning

note: i18n: ectx: <components> <component label="..."> i18n: ectx: (Wilcoxon Rank Sum distribution calculator) <dialog label="...">
en: Wilcoxon Rank Sum distribution calculator
sv: Räknare för Wilcoxon rangsummefördelning

note: i18n: ectx: <components> <component label="...">
en: Plot Wilcoxon Rank Sum distribution
sv: Rita Wilcoxon rangsummefördelning

note: i18n: ectx: <components> <component label="...">
en: Binomial CLT
sv: Binomial CGS

note: i18n: ectx: <components> <component label="...">
en: Geometric CLT
sv: Geometrisk CGS

note: i18n: ectx: <components> <component label="...">
en: Hypergeometric CLT
sv: Hypergeometrisk CGS

note: i18n: ectx: <components> <component label="...">
en: Negative Binomial CLT
sv: Negativ binomial CGS

note: i18n: ectx: <components> <component label="...">
en: Poisson CLT
sv: Poisson CGS

note: i18n: ectx: <components> <component label="...">
en: Wilcoxon CLT
sv: Wilcoxon CGS

note: i18n: ectx: <components> <component label="...">
en: Beta CLT
sv: Beta CGS

note: i18n: ectx: <components> <component label="...">
en: Chi-squared CLT
sv: Chi-två CGS

note: i18n: ectx: <components> <component label="...">
en: Exponential CLT
sv: Exponential CGS

note: i18n: ectx: <components> <component label="...">
en: F CLT
sv: F CGS

note: i18n: ectx: <components> <component label="...">
en: Gamma CLT
sv: Gamma CGS

note: i18n: ectx: <components> <component label="...">
en: Logistic CLT
sv: Logistisk CGS

note: i18n: ectx: <components> <component label="...">
en: Log Normal CLT
sv: Lognormal CGS

note: i18n: ectx: <components> <component label="...">
en: Normal CLT
sv: Normal CGS

note: i18n: ectx: <components> <component label="...">
en: t CLT
sv: t CGS

note: i18n: ectx: <components> <component label="...">
en: Uniform CLT
sv: Likformig CGS

note: i18n: ectx: <components> <component label="...">
en: Weibull CLT
sv: Weibull CGS

note: i18n: ectx: <hierarchy> <menu label="Distributions"> <menu label="...">
en: Distribution Analysis
sv: Fördelningsanalys

note: i18n: ectx: <hierarchy> <menu label="Distributions"> <menu label="...">
en: Univariate continuous distributions
sv: Envärda kontinuerliga fördelningar

note: i18n: ectx: <hierarchy> <menu label="Distributions"> <menu label="Univariate continuous distributions"> <menu label="...">
en: Chi-squared
sv: Chi-två

note: i18n: ectx: <hierarchy> <menu label="Distributions"> <menu label="Univariate continuous distributions"> <menu label="...">
en: Exponential
sv: Exponentiell

note: i18n: ectx: <hierarchy> <menu label="Distributions"> <menu label="Univariate continuous distributions"> <menu label="...">
en: Logistic
sv: Logistisk

note: i18n: ectx: <hierarchy> <menu label="Distributions"> <menu label="Univariate continuous distributions"> <menu label="...">
en: Log Normal
sv: Lognormal

note: i18n: ectx: <hierarchy> <menu label="Distributions"> <menu label="Univariate continuous distributions"> <menu label="...">
en: Uniform
sv: Likformig

note: i18n: ectx: <hierarchy> <menu label="Distributions"> <menu label="...">
en: Univariate discrete distributions
sv: Envärda diskreta fördelningar

note: i18n: ectx: <hierarchy> <menu label="Distributions"> <menu label="Univariate discrete distributions"> <menu label="...">
en: Geometric
sv: Geometrisk

note: i18n: ectx: <hierarchy> <menu label="Distributions"> <menu label="Univariate discrete distributions"> <menu label="...">
en: Hypergeometric
sv: Hypergeometrisk

note: i18n: ectx: <hierarchy> <menu label="Distributions"> <menu label="Univariate discrete distributions"> <menu label="...">
en: Negative Binomial
sv: Negativ binomial

note: i18n: ectx: <hierarchy> <menu label="Distributions"> <menu label="Univariate discrete distributions"> <menu label="...">
en: Wilcoxon Rank Sum
sv: Wilcoxon rangsumma

note: i18n: ectx: (Loaded from Beta distribution calculator)
en: Beta distribution
sv: Betafördelning

note: i18n: ectx: (Loaded from Beta distribution calculator) <summary>
en: Provides a calculator for probabilities, quantiles, and densities in the Beta distribution.
sv: Tillhandahåller en räknare för sannolikheter, kvantiler och tätheter för betafördelningen.

note: i18n: ectx: (Loaded from Beta distribution calculator) <settings> <setting> (refers to element labelled "Shape 1") i18n: ectx: (Loaded from Beta distribution calculator) <settings> <setting> (refers to element labelled "Shape 2")
en: Parameter of the Beta distribution
sv: Betafördelningens parameter

note: i18n: ectx: (Loaded from Beta distribution calculator) <settings> <setting> (refers to element labelled "non-centrality parameter (ncp)") i18n: ectx: (Loaded from Chi-squared distribution calculator) <settings> <setting> (refers to element labelled "non-centrality parameter") i18n: ectx: (Plot Chi-s
en: Non-centrality parameter
sv: Icke-centraliseringsparameter

note: i18n: ectx: (Beta distribution calculator) <snippets> <snippet> <spinbox label="...">
en: Shape 1
sv: Form 1

note: i18n: ectx: (Beta distribution calculator) <snippets> <snippet> <spinbox label="...">
en: Shape 2
sv: Form 2

note: i18n: ectx: (Beta distribution calculator) <snippets> <snippet> <spinbox label="...">
en: non-centrality parameter (ncp)
sv: icke-centraliseringsparameter (icp)

note: i18n: ectx: (Loaded from Binomial probabilities, quantiles, densities)
en: Binomial distribution
sv: Binomialfördelning

note: i18n: ectx: (Loaded from Binomial probabilities, quantiles, densities) <summary>
en: Provides a calculator for probabilities, quantiles, and densities in the binomial distribution.
sv: Tillhandahåller en räknare för sannolikheter, kvantiler och tätheter för binomialfördelningen.

note: i18n: ectx: (Loaded from Binomial probabilities, quantiles, densities) <summary>
en: Note: For the binomial distribution, quantiles can be interpreted as number of successes in the given number of trials.
sv: Observera: För binomialfördelningen kan kvantiler tolkas som antal lyckade försök i det givna antalet försök.

note: i18n: ectx: (Loaded from Binomial probabilities, quantiles, densities) <settings> <setting> (refers to element labelled "Binomial trials") i18n: ectx: (Loaded from Plot binomial probabilities) <settings> <setting> (refers to element labelled "Number of trials")
en: Number of binomial trials
sv: Antal binomialförsök

note: i18n: ectx: (Loaded from Binomial probabilities, quantiles, densities) <settings> <setting> (refers to element labelled "Probability of success")
en: Probability of success in each trial. Note that this setting is <b>not</b> affected by the "log probabilities" setting, i.e. always specify the plain probability, here.
sv: Sannolikhet att varje försök lyckas. Observera att inställningen <b>inte</b> påverkas av inställningen "logaritmiska sannolikheter", dvs. ange alltid den vanliga sannolikheten här.

note: i18n: ectx: (Binomial probabilities, quantiles, densities)
en: Quantiles can be interpreted as number of successes in the given number of trials.
sv: Kvantiler kan tolkas som antal lyckade försök i det givna antalet försök.

note: i18n: ectx: (Binomial probabilities, quantiles, densities) <snippets> <snippet> <spinbox label="...">
en: Binomial trials
sv: Binomialförsök

note: i18n: ectx: (Binomial probabilities, quantiles, densities) <snippets> <snippet> <spinbox label="...">
en: Probability of success
sv: Sannolikhet att lyckas

note: i18n: ectx: (Binomial probabilities, quantiles, densities) <dialog label="...">
en: Binomial probabilities, quantiles, densities
sv: Binomialsannolikheter, kvantiler, tätheter

note: i18n: ectx: (Loaded from Cauchy distribution calculator)
en: Cauchy distribution
sv: Cauchy-fördelning

note: i18n: ectx: (Loaded from Cauchy distribution calculator) <summary>
en: Provides a calculator for probabilities, quantiles, and densities in the Cauchy distribution.
sv: Tillhandahåller en räknare för sannolikheter, kvantiler och tätheter för Cauchyfördelningen.

note: i18n: ectx: (Loaded from Cauchy distribution calculator) <settings> <setting> (refers to element labelled "Location") i18n: ectx: (Loaded from Plot Cauchy probabilities) <settings> <setting> (refers to element labelled "Location")
en: Location parameter (median) of the Cauchy distribution
sv: Lokaliseringsparameter (median) för Cauchyfördelningen

note: i18n: ectx: (Loaded from Cauchy distribution calculator) <settings> <setting> (refers to element labelled "Scale") i18n: ectx: (Loaded from Plot Cauchy probabilities) <settings> <setting> (refers to element labelled "Scale")
en: Scale parameter of the Cauchy distribution
sv: Skalningsparameter för Cauchyfördelningen

note: i18n: ectx: (Cauchy distribution calculator) <snippets> <snippet> <spinbox label="..."> i18n: ectx: (Plot Cauchy probabilities) <snippets> [...] <frame label="Parameters"> <spinbox label="..."> i18n: ectx: (Gumbel distribution calculator) <snippets> <snippet> <spinbox label="..."> i18n: ectx: (Logis
en: Location
sv: Lokalisering

note: i18n: ectx: (Cauchy distribution calculator) <snippets> <snippet> <spinbox label="..."> i18n: ectx: (Plot Cauchy probabilities) <snippets> [...] <frame label="Parameters"> <spinbox label="..."> i18n: ectx: (Gumbel distribution calculator) <snippets> <snippet> <spinbox label="..."> i18n: ectx: (Logis
en: Scale
sv: Skala

note: i18n: ectx: (Loaded from Chi-squared distribution calculator)
en: Chi-squared distribution
sv: Chi-kvadrat-fördelning

note: i18n: ectx: (Loaded from Chi-squared distribution calculator) <summary>
en: Provides a calculator for probabilities, quantiles, and densities in the Chi-squared (χ²) distribution.
sv: Tillhandahåller en räknare för sannolikheter, kvantiler och tätheter för Chi-två (χ²) fördelningen.

note: i18n: ectx: (Loaded from Chi-squared distribution calculator) <settings> <setting> (refers to element labelled "Degrees of Freedom") i18n: ectx: (Plot Chi-squared probabilities) <snippets> <snippet> <frame label="Parameters"> <spinbox label="..."> i18n: ectx: (Plot Student T probabilities) <snippets
en: Degrees of freedom
sv: Frihetsgrader

note: i18n: ectx: (Chi-squared distribution calculator) <snippets> <snippet> <spinbox label="..."> i18n: ectx: (t distribution calculator) <snippets> <snippet> <spinbox label="...">
en: Degrees of Freedom
sv: Frihetsgrader

note: i18n: ectx: (Chi-squared distribution calculator) <snippets> <snippet> <spinbox label="..."> i18n: ectx: (F distribution calculator) <snippets> <snippet> <spinbox label="..."> i18n: ectx: (t distribution calculator) <snippets> <snippet> <spinbox label="...">
en: non-centrality parameter
sv: icke-centraliseringsparameter

note: i18n: ectx: (Loaded from Central Limit Theorem: Beta to Normal) <snippets> <snippet> <setting> (refers to element labelled "Beta Parameters")
en: See RKWard help on <link href="rkward://component/plot_beta_distribution"/>.
sv: Se RKWard hjälp om <link href="rkward://component/plot_beta_distribution"/>.

note: i18n: ectx: (Central Limit Theorem: Beta to Normal) <snippets> <snippet> <frame label="...">
en: Beta Parameters
sv: Betaparametrar

note: i18n: ectx: (Plot Beta probabilities) <snippets> <snippet> <frame label="Parameters"> <spinbox label="..."> i18n: ectx: (Central Limit Theorem: Beta to Normal) <snippets> <snippet> <frame label="Beta Parameters"> <spinbox label="...">
en: Shape1 (a)
sv: Form 1 (a)

note: i18n: ectx: (Plot Beta probabilities) <snippets> <snippet> <frame label="Parameters"> <spinbox label="..."> i18n: ectx: (Central Limit Theorem: Beta to Normal) <snippets> <snippet> <frame label="Beta Parameters"> <spinbox label="...">
en: Shape2 (b)
sv: Form 2 (b)

note: i18n: ectx: (Central Limit Theorem: Beta to Normal) <dialog label="...">
en: Central Limit Theorem: Beta to Normal
sv: Centrala gränsvärdessatsen: Beta till normal

note: i18n: ectx: (Loaded from Central Limit Theorem: Binomial to Normal) <snippets> <snippet> <setting> (refers to element labelled "Binomial Parameters")
en: See RKWard help on <link href="rkward://component/plot_binomial_distribution"/>.
sv: Se RKWard hjälp om <link href="rkward://component/plot_binomial_distribution"/>.

note: i18n: ectx: (Central Limit Theorem: Binomial to Normal) <snippets> <snippet> <frame label="...">
en: Binomial Parameters
sv: Binomialparametrar

note: i18n: ectx: (Plot binomial probabilities) <snippets> <snippet> <frame label="Parameters"> <spinbox label="..."> i18n: ectx: (Central Limit Theorem: Binomial to Normal) <snippets> <snippet> <frame label="Binomial Parameters"> <spinbox label="...">
en: Number of trials
sv: Antal försök

note: i18n: ectx: (Plot binomial probabilities) <snippets> <snippet> <frame label="Parameters"> <spinbox label="..."> i18n: ectx: (Plot geometric probabilities) <snippets> <snippet> <frame label="Parameters"> <spinbox label="..."> i18n: ectx: (Plot negative binomial probabilities) <snippets> <snippet> <fr
en: Probability of success on each trial
sv: Sannolikhet att varje försök lyckas

note: i18n: ectx: (Central Limit Theorem: Binomial to Normal) <dialog label="...">
en: Central Limit Theorem: Binomial to Normal
sv: Centrala gränsvärdessatsen: Binomial till normal

note: i18n: ectx: (Loaded from Central Limit Theorem: Chi squared to Normal) <snippets> <snippet> <setting> (refers to element labelled "Chi squared Parameters")
en: See RKWard help on <link href="rkward://component/plot_chi_squared_distribution"/>.
sv: Se RKWard-hjälp om <link href="rkward://component/plot_chi_squared_distribution"/>.

note: i18n: ectx: (Central Limit Theorem: Chi squared to Normal) <snippets> <snippet> <frame label="...">
en: Chi squared Parameters
sv: Chi-två-parametrar

[ctx: Distribution name]
note: i18n: ectx: (Central Limit Theorem: Chi squared to Normal) <logic> <i18n label="...">
en: Chi-Squared
sv: Chi-två

note: i18n: ectx: (Central Limit Theorem: Chi squared to Normal) <dialog label="...">
en: Central Limit Theorem: Chi squared to Normal
sv: Centrala gränsvärdessatsen: Chi-två till normal

note: i18n: ectx: (Loaded from Loaded from Central Limit Theorem: Binomial to Normal) <snippet> <summary> i18n: ectx: (Loaded from Loaded from Central Limit Theorem: Geometric to Normal) <snippet> <summary> i18n: ectx: (Loaded from Loaded from Central Limit Theorem: Hypergeometric to Normal) <snippet> <su
en: Normal approximation to <label id="dist_name"/> Sample averages. Most of this help file is generic description of CLT plugins. Sample averages from a contending distribution (<label id="dist_name"/> here) are compared to a target Normal distribution. The comparison is made based on either histograms or distribution functions. For brevity, D will denote the contending distribution (<label id="dist_name"/> here).
sv: Normalfördelningsapproximation för <label id="dist_name"/> stickprovsmedelvärden. Största delen av hjälpfilen är en generell beskrivning av insticksmoduler för centrala gränsvärdessatsen. Stickprovsmedelvärden från en faktisk fördelning (<label id="dist_name"/> här) jämförs med en förväntad normalfördelning. Jämförelsen görs antingen baserat på histogram eller fördelningsfunktioner. För korthets skull betecknas den faktiska fördelningen av D (<label id="dist_name"/> här).

note: i18n: ectx: (Loaded from Loaded from Central Limit Theorem: Binomial to Normal) <snippet> <usage> i18n: ectx: (Loaded from Loaded from Central Limit Theorem: Geometric to Normal) <snippet> <usage> i18n: ectx: (Loaded from Loaded from Central Limit Theorem: Hypergeometric to Normal) <snippet> <usage>
en: Choose the <label id="dist_name"/> parameters, the sample sizes needed for CLT and a choice of function. The function specific options are provided in different tabs.
sv: Välj parametrarna <label id="dist_name"/>, stickprovets storlek som behövs för CGS och ett urval av funktioner. Funktionsspecifika alternativ tillhandahålls under olika flikar.

note: i18n: ectx: (Loaded from Loaded from Central Limit Theorem: Binomial to Normal) <snippet> <settings> <setting> (refers to element labelled "Samples for Average") i18n: ectx: (Loaded from Loaded from Central Limit Theorem: Geometric to Normal) <snippet> <settings> <setting> (refers to element labelle
en: These many samples (nAvg) are used to calculate sample average. For a fixed value of the parameters, one would be interested in seeing how the distribution of the sample averages change as this number increases.
sv: Så här många stickprov (nAvg) används för att beräkna stickprovens medelvärden. För ett fast värde på parametrarna, är man intresserad av att se hur fördelningen av stickprovens medelvärden ändras när värdet ökar.

note: i18n: ectx: (Loaded from Loaded from Central Limit Theorem: Binomial to Normal) <snippet> <settings> <setting> (refers to element labelled "Samples for distribution") i18n: ectx: (Loaded from Loaded from Central Limit Theorem: Geometric to Normal) <snippet> <settings> <setting> (refers to element la
en: These many sets-of-samples (nDist) are used to get some idea about the distribution of the sample averages. Each set provides an average. Then these averages are used to construct the 'Histogram' or the 'Distribution function'.
sv: Så här många stickprovsmängder (nDist) används för att få en idé om stickprovsmedelvärdenas fördelning. Varje mängd ger ett medelvärde. Därefter används dessa medelvärden för att skapa 'Histogram' eller 'Fördelningsfunktion'.

note: i18n: ectx: (Loaded from Loaded from Central Limit Theorem: Binomial to Normal) <snippet> <settings> <setting> (refers to element labelled "Choose type of function plot") i18n: ectx: (Loaded from Loaded from Central Limit Theorem: Geometric to Normal) <snippet> <settings> <setting> (refers to elemen
en: Choose one of 'Histogram' or 'Distribution function' to compare the distribution of the sample averages of D with that of Normal distribution.
sv: Välj antingen 'Histogram' eller 'Fördelningsfunktion' för att jämföra stickprovsmedelvärdenas fördelningar för D med normalfördelningens.

note: i18n: ectx: (Loaded from Loaded from Central Limit Theorem: Binomial to Normal) <snippet> <settings> <setting> (refers to element labelled "Use normalised random variable") i18n: ectx: (Loaded from Loaded from Central Limit Theorem: Geometric to Normal) <snippet> <settings> <setting> (refers to elem
en: Should the sample averages be normalised, by subtracting the mean, E(D), of D and dividing by the standard deviation, S(D)/sqrt(nAvg), where S(D) is the standard deviation of D? If done so, then the target Normal distribution is taken to be the standard one, that is, with mean 0 and variance 1. Otherwise the target distribution is Normal with the mean E(D) and standard deviation S(D)/sqrt(nAvg).
sv: Ska stickprovsmedelvärden normaliseras, genom att subtrahera medelvärdet, E(D), av D och dividera med standardavvikelsen, S(D)/sqrt(nAvg), där S(D) är standardavvikelsen av D? Om det görs, antas den förväntade normalfördelningen vara den standardiserade, det vill säga med medelvärde 0 och varians 1. Annars har den förväntade normalfördelningen medelvärdet E(D) och standardavvikelsen S(D)/sqrt(nAvg).

note: i18n: ectx: (Loaded from Loaded from Central Limit Theorem: Binomial to Normal) <snippet> <settings> <setting> (refers to element labelled "Draw normal curve") i18n: ectx: (Loaded from Loaded from Central Limit Theorem: Geometric to Normal) <snippet> <settings> <setting> (refers to element labelled 
en: Should a Normal curve be drawn? For the case of 'Histogram', nDist random samples are drawn from the target Normal distribution and their density values are plotted.
sv: Ska en normalfördelningskurva ritas? I fallet 'Histogram', dras nDist stickprov från målet. Normalfördelningen och dess täthetsvärden ritas upp.

note: i18n: ectx: (Loaded from Loaded from Central Limit Theorem: Binomial to Normal) <snippet> <settings> <setting> (refers to element labelled "Type of points/lines") i18n: ectx: (Loaded from Loaded from Central Limit Theorem: Geometric to Normal) <snippet> <settings> <setting> (refers to element labell
en: Pointtype for the Normal curve.
sv: Normalkurvans punkttyp.

note: i18n: ectx: (Loaded from Loaded from Central Limit Theorem: Binomial to Normal) <snippet> <settings> <setting> (refers to element labelled "Color") i18n: ectx: (Loaded from Loaded from Central Limit Theorem: Geometric to Normal) <snippet> <settings> <setting> (refers to element labelled "Color") i18
en: Color of the Normal curve.
sv: Normalkurvans färg.

note: i18n: ectx: (Loaded from Loaded from Central Limit Theorem: Binomial to Normal) <snippet> <settings> <setting> (refers to element labelled "Plot Options") i18n: ectx: (Loaded from Loaded from Central Limit Theorem: Geometric to Normal) <snippet> <settings> <setting> (refers to element labelled "Plot
en: Various plot options.
sv: Diverse diagramalternativ.

note: i18n: ectx: (Loaded from Loaded from Central Limit Theorem: Binomial to Normal) <snippet> <settings> <setting> (refers to element labelled "Preview") i18n: ectx: (Loaded from Loaded from Central Limit Theorem: Geometric to Normal) <snippet> <settings> <setting> (refers to element labelled "Preview")
en: Preview button.
sv: Förhandsgranskningsknapp.

note: i18n: ectx: (Loaded from Loaded from Central Limit Theorem: Binomial to Normal) <snippet> <settings> <setting> (refers to element labelled "Histogram Options") i18n: ectx: (Loaded from Loaded from Central Limit Theorem: Geometric to Normal) <snippet> <settings> <setting> (refers to element labelled 
en: The 'Frequency' checkbox is unavailable because, in this situation, drawing the histogram with <i>freq=TRUE</i> does not make sense. Also, since histogram is the main plot, 'Add to current plot' checkbox has also been disabled. See RKWard help on <link href="rkward://component/histogram_options"/> for other histogram centric details.
sv: Kryssrutan 'Frekvens' är inte tillgänglig, eftersom det inte är rimligt att rita histogrammet med <i>freq=TRUE</i> i den här situationen. Dessutom har kryssrutan 'Lägg till i aktuellt diagram' också inaktiverats, eftersom histogrammet är huvuddiagrammet. Se RKWards hjälp om <link href="rkward://component/histogram_options"/> för annan histogram-specifik detaljinformation.

note: i18n: ectx: (Loaded from Loaded from Central Limit Theorem: Binomial to Normal) <snippet> <settings> <setting label="..."> (refers to element labelled "") i18n: ectx: (Loaded from Loaded from Central Limit Theorem: Geometric to Normal) <snippet> <settings> <setting label="..."> (refers to element la
en: Stepfunction options
sv: Alternativ för stegfunktion

note: i18n: ectx: (Loaded from Loaded from Central Limit Theorem: Binomial to Normal) <snippet> <settings> <setting label="Stepfunction options"> (refers to element labelled "") i18n: ectx: (Loaded from Loaded from Central Limit Theorem: Geometric to Normal) <snippet> <settings> <setting label="Stepfuncti
en: See the help on the <link href="rkward://component/plot_stepfun_options"/> plugin. The 'Add to current plot' option is unavailable.
sv: Se hjälp om insticksmodulen <link href="rkward://component/plot_stepfun_options"/>. Alternativet 'Lägg till i aktuellt diagram' är inte tillgänglig.

note: i18n: ectx: (Loaded from Central Limit Theorem: Binomial to Normal) <snippet> <i18n label="..."> i18n: ectx: (Loaded from Central Limit Theorem: Geometric to Normal) <snippet> <i18n label="..."> i18n: ectx: (Loaded from Central Limit Theorem: Hypergeometric to Normal) <snippet> <i18n label="..."> i1
en: Sample Averages
sv: Stickprovsmedelvärden

note: i18n: ectx: (Plot Beta probabilities) <snippets> <snippet> <frame label="..."> i18n: ectx: (Plot binomial probabilities) <snippets> <snippet> <frame label="..."> i18n: ectx: (Plot Cauchy probabilities) <snippets> <snippet> <frame label="..."> i18n: ectx: (Plot Cauchy probabilities) <snippets> <snipp
en: Parameters
sv: Parametrar

note: i18n: ectx: (Loaded from Central Limit Theorem: Binomial to Normal) <snippet> <tab label="Parameters"> <frame label="..."> i18n: ectx: (Loaded from Central Limit Theorem: Geometric to Normal) <snippet> <tab label="Parameters"> <frame label="..."> i18n: ectx: (Loaded from Central Limit Theorem: Hyper
en: CLT Samples
sv: Stickprov för centrala gränsvärdessatsen

note: i18n: ectx: (Loaded from Central Limit Theorem: Binomial to Normal) <snippet> <tab label="Parameters"> <frame label="CLT Samples"> <spinbox label="..."> i18n: ectx: (Loaded from Central Limit Theorem: Geometric to Normal) <snippet> <tab label="Parameters"> <frame label="CLT Samples"> <spinbox label=
en: Samples for Average
sv: Stickprov för medelvärde

note: i18n: ectx: (Loaded from Central Limit Theorem: Binomial to Normal) <snippet> <tab label="Parameters"> <frame label="CLT Samples"> <spinbox label="..."> i18n: ectx: (Loaded from Central Limit Theorem: Geometric to Normal) <snippet> <tab label="Parameters"> <frame label="CLT Samples"> <spinbox label=
en: Samples for distribution
sv: Stickprov för fördelning

note: i18n: ectx: (Loaded from Loaded from Plot Beta probabilities) <snippet> <radio label="..."> i18n: ectx: (Loaded from Plot Beta probabilities) <snippet> <radio label="..."> i18n: ectx: (Loaded from Loaded from Plot binomial probabilities) <snippet> <radio label="..."> i18n: ectx: (Loaded from Plot bi
en: Choose type of function plot
sv: Välj typ av funktionsdiagram

note: i18n: ectx: (Loaded from Central Limit Theorem: Binomial to Normal) <snippet> <tab label="Parameters"> <radio label="Choose type of function plot"> <option label="..."> i18n: ectx: (Loaded from Central Limit Theorem: Geometric to Normal) <snippet> <tab label="Parameters"> <radio label="Choose type o
en: Histogram and Density
sv: Histogram och täthet

note: i18n: ectx: (Loaded from Central Limit Theorem: Binomial to Normal) <snippet> <tab label="Parameters"> <radio label="Choose type of function plot"> <option label="..."> i18n: ectx: (Loaded from Central Limit Theorem: Geometric to Normal) <snippet> <tab label="Parameters"> <radio label="Choose type o
en: ECDF and Distribution
sv: Empirisk kumulativ fördelningsfunktion och fördelning

note: i18n: ectx: (Loaded from Central Limit Theorem: Binomial to Normal) <snippet> <tab label="Parameters"> <checkbox label="..."> i18n: ectx: (Loaded from Central Limit Theorem: Geometric to Normal) <snippet> <tab label="Parameters"> <checkbox label="..."> i18n: ectx: (Loaded from Central Limit Theorem:
en: Use normalised random variable
sv: Använd normaliserad stokastisk variabel

note: i18n: ectx: (Loaded from Central Limit Theorem: Binomial to Normal) <snippet> <tab label="Parameters"> <frame label="..."> i18n: ectx: (Loaded from Central Limit Theorem: Geometric to Normal) <snippet> <tab label="Parameters"> <frame label="..."> i18n: ectx: (Loaded from Central Limit Theorem: Hyper
en: Normal Curve Options
sv: Alternativ för normalkurva

note: i18n: ectx: (Loaded from Central Limit Theorem: Binomial to Normal) <snippet> <tab label="Parameters"> <frame label="Normal Curve Options"> <checkbox label="..."> i18n: ectx: (Loaded from Central Limit Theorem: Geometric to Normal) <snippet> <tab label="Parameters"> <frame label="Normal Curve Option
en: Draw normal curve
sv: Rita normalkurva

note: i18n: ectx: (Loaded from Central Limit Theorem: Binomial to Normal) <snippet> <tab label="Parameters"> <frame label="Normal Curve Options"> <dropdown label="..."> i18n: ectx: (Loaded from Central Limit Theorem: Geometric to Normal) <snippet> <tab label="Parameters"> <frame label="Normal Curve Option
en: Type of points/lines
sv: Typ av punkter eller linjer

note: i18n: ectx: (Loaded from Central Limit Theorem: Binomial to Normal) <snippet> [...] <dropdown label="Type of points/lines"> <option label="..."> i18n: ectx: (Loaded from Central Limit Theorem: Geometric to Normal) <snippet> [...] <dropdown label="Type of points/lines"> <option label="..."> i18n: ect
en: Individual points
sv: Individuella punkter

note: i18n: ectx: (Loaded from Central Limit Theorem: Binomial to Normal) <snippet> [...] <dropdown label="Type of points/lines"> <option label="..."> i18n: ectx: (Loaded from Central Limit Theorem: Geometric to Normal) <snippet> [...] <dropdown label="Type of points/lines"> <option label="..."> i18n: ect
en: Lines
sv: Linjer

note: i18n: ectx: (Loaded from Central Limit Theorem: Binomial to Normal) <snippet> [...] <dropdown label="Type of points/lines"> <option label="..."> i18n: ectx: (Loaded from Central Limit Theorem: Geometric to Normal) <snippet> [...] <dropdown label="Type of points/lines"> <option label="..."> i18n: ect
en: Points connected by lines (both)
sv: Punkter anslutna med linjer (båda)

note: i18n: ectx: (Loaded from Central Limit Theorem: Binomial to Normal) <snippet> [...] <dropdown label="Type of points/lines"> <option label="..."> i18n: ectx: (Loaded from Central Limit Theorem: Geometric to Normal) <snippet> [...] <dropdown label="Type of points/lines"> <option label="..."> i18n: ect
en: Points overlaid by lines
sv: Punkter överlagrade med linjer

note: i18n: ectx: (Loaded from Central Limit Theorem: Binomial to Normal) <snippet> [...] <dropdown label="Type of points/lines"> <option label="..."> i18n: ectx: (Loaded from Central Limit Theorem: Geometric to Normal) <snippet> [...] <dropdown label="Type of points/lines"> <option label="..."> i18n: ect
en: Vertical lines (high-density)
sv: Vertikala linjer (hög täthet)

note: i18n: ectx: (Loaded from Central Limit Theorem: Binomial to Normal) <snippet> [...] <dropdown label="Type of points/lines"> <option label="..."> i18n: ectx: (Loaded from Central Limit Theorem: Geometric to Normal) <snippet> [...] <dropdown label="Type of points/lines"> <option label="..."> i18n: ect
en: Step-function on left edge
sv: Stegfunktion vid vänster kant

note: i18n: ectx: (Loaded from Central Limit Theorem: Binomial to Normal) <snippet> [...] <dropdown label="Type of points/lines"> <option label="..."> i18n: ectx: (Loaded from Central Limit Theorem: Geometric to Normal) <snippet> [...] <dropdown label="Type of points/lines"> <option label="..."> i18n: ect
en: Step-function on right edge
sv: Stegfunktion vid höger kant

note: i18n: ectx: (Loaded from Central Limit Theorem: Binomial to Normal) <snippet> <tab label="Parameters"> <frame label="Normal Curve Options"> <embed label="..."> i18n: ectx: (Loaded from Central Limit Theorem: Geometric to Normal) <snippet> <tab label="Parameters"> <frame label="Normal Curve Options">
en: Color
sv: Färg

note: i18n: ectx: (Loaded from Loaded from Plot Beta probabilities) <snippet> <embed label="..."> i18n: ectx: (Loaded from Plot Beta probabilities) <snippet> <embed label="..."> i18n: ectx: (Loaded from Loaded from Plot binomial probabilities) <snippet> <embed label="..."> i18n: ectx: (Loaded from Plot bi
en: Plot Options
sv: Diagramalternativ

note: i18n: ectx: (Loaded from Loaded from Plot Beta probabilities) <snippet> <preview label="..."> i18n: ectx: (Loaded from Plot Beta probabilities) <snippet> <preview label="..."> i18n: ectx: (Loaded from Loaded from Plot binomial probabilities) <snippet> <preview label="..."> i18n: ectx: (Loaded from P
en: Preview
sv: Förhandsgranskning

note: i18n: ectx: (Loaded from Central Limit Theorem: Binomial to Normal) <snippet> <tab label="Histogram"> <embed label="..."> i18n: ectx: (Loaded from Central Limit Theorem: Geometric to Normal) <snippet> <tab label="Histogram"> <embed label="..."> i18n: ectx: (Loaded from Central Limit Theorem: Hyperge
en: Histogram Options
sv: Histogramalternativ

note: i18n: ectx: (Loaded from Central Limit Theorem: Binomial to Normal) <snippet> <tab label="..."> i18n: ectx: (Loaded from Central Limit Theorem: Geometric to Normal) <snippet> <tab label="..."> i18n: ectx: (Loaded from Central Limit Theorem: Hypergeometric to Normal) <snippet> <tab label="..."> i18n:
en: ECDF options
sv: Alternativ för empirisk kumulativ fördelningsfunktion

note: i18n: ectx: (Loaded from Central Limit Theorem: Exponential to Normal) <snippets> <snippet> <setting> (refers to element labelled "Exponential Parameters")
en: See RKWard help on <link href="rkward://component/plot_exponential_distribution"/>.
sv: Se RKWard-hjälp om <link href="rkward://component/plot_exponential_distribution"/>.

note: i18n: ectx: (Central Limit Theorem: Exponential to Normal) <snippets> <snippet> <frame label="...">
en: Exponential Parameters
sv: Exponentialparametrar

note: i18n: ectx: (Exponential distribution calculator) <snippets> <snippet> <spinbox label="..."> i18n: ectx: (Plot Exponential probabilities) <snippets> <snippet> <frame label="Parameters"> <spinbox label="..."> i18n: ectx: (Gamma distribution calculator) <snippets> <snippet> <spinbox label="..."> i18n:
en: Rate
sv: Frekvens

[ctx: Distribution name]
note: i18n: ectx: (Central Limit Theorem: Exponential to Normal) <logic> <i18n label="...">
en: Exponential
sv: Exponentiell

note: i18n: ectx: (Central Limit Theorem: Exponential to Normal) <dialog label="...">
en: Central Limit Theorem: Exponential to Normal
sv: Centrala gränsvärdessatsen: Exponential till normal

note: i18n: ectx: (Loaded from Central Limit Theorem: F to Normal) <snippets> <snippet> <setting> (refers to element labelled "F Parameters")
en: See RKWard help on <link href="rkward://component/plot_f_distribution"/>. For variance to exist we need the 'Denominator degrees of freedom' parameter to be greater than 4.
sv: Se RKWard-hjälp om <link href="rkward://component/plot_f_distribution"/>. För att variansen ska finnas måste parametern 'Frihetsgrader nämnare' vara större än 4.

note: i18n: ectx: (Central Limit Theorem: F to Normal) <snippets> <snippet> <frame label="...">
en: F Parameters
sv: F-parametrar

note: i18n: ectx: (Loaded from F distribution calculator) <settings> <setting> (refers to element labelled "Numerator degrees of Freedom") i18n: ectx: (Plot F probabilities) <snippets> <snippet> <frame label="Parameters"> <spinbox label="..."> i18n: ectx: (Central Limit Theorem: F to Normal) <snippets> <s
en: Numerator degrees of freedom
sv: Frihetsgrader täljare

note: i18n: ectx: (Loaded from F distribution calculator) <settings> <setting> (refers to element labelled "Denominator degrees of Freedom") i18n: ectx: (Plot F probabilities) <snippets> <snippet> <frame label="Parameters"> <spinbox label="..."> i18n: ectx: (Central Limit Theorem: F to Normal) <snippets> 
en: Denominator degrees of freedom
sv: Frihetsgrader nämnare

note: i18n: ectx: (Central Limit Theorem: F to Normal) <dialog label="...">
en: Central Limit Theorem: F to Normal
sv: Centrala gränsvärdessatsen: F till normal

note: i18n: ectx: (Loaded from Central Limit Theorem: Gamma to Normal) <snippets> <snippet> <setting> (refers to element labelled "Gamma Parameters")
en: See RKWard help on <link href="rkward://component/plot_gamma_distribution"/>.
sv: Se RKWard-hjälp om <link href="rkward://component/plot_gamma_distribution"/>.

note: i18n: ectx: (Central Limit Theorem: Gamma to Normal) <snippets> <snippet> <frame label="...">
en: Gamma Parameters
sv: Gammaparametrar

note: i18n: ectx: (Gamma distribution calculator) <snippets> <snippet> <spinbox label="..."> i18n: ectx: (Plot Gamma probabilities) <snippets> <snippet> <frame label="Parameters"> <spinbox label="..."> i18n: ectx: (Weibull distribution calculator) <snippets> <snippet> <spinbox label="..."> i18n: ectx: (Pl
en: Shape
sv: Form

note: i18n: ectx: (Plot Gamma probabilities) <snippets> <snippet> <frame label="Parameters"> <spinbox label="..."> i18n: ectx: (Central Limit Theorem: Gamma to Normal) <snippets> <snippet> <frame label="Gamma Parameters"> <spinbox label="...">
en: Rate (lambda) or 1/Scale
sv: Frekvens (lambda) eller 1 / Skala

note: i18n: ectx: (Central Limit Theorem: Gamma to Normal) <dialog label="...">
en: Central Limit Theorem: Gamma to Normal
sv: Centrala gränsvärdessatsen: Gamma till normal

note: i18n: ectx: (Loaded from Central Limit Theorem: Geometric to Normal) <snippets> <snippet> <setting> (refers to element labelled "Geometric Parameters")
en: See RKWard help on <link href="rkward://component/plot_geometric_distribution"/>.
sv: Se RKWard-hjälp om <link href="rkward://component/plot_geometric_distribution"/>.

note: i18n: ectx: (Central Limit Theorem: Geometric to Normal) <snippets> <snippet> <frame label="...">
en: Geometric Parameters
sv: Geometriska parametrar

[ctx: Distribution name]
note: i18n: ectx: (Central Limit Theorem: Geometric to Normal) <logic> <i18n label="...">
en: Geometric
sv: Geometrisk

note: i18n: ectx: (Central Limit Theorem: Geometric to Normal) <dialog label="...">
en: Central Limit Theorem: Geometric to Normal
sv: Centrala gränsvärdessatsen: Geometrisk till normal

note: i18n: ectx: (Loaded from Central Limit Theorem: Hypergeometric to Normal) <snippets> <snippet> <setting> (refers to element labelled "Hypergeometric Parameters")
en: See RKWard help on <link href="rkward://component/plot_hypergeometric_distribution"/>.
sv: Se RKWard-hjälp om <link href="rkward://component/plot_hypergeometric_distribution"/>.

note: i18n: ectx: (Central Limit Theorem: Hypergeometric to Normal) <snippets> <snippet> <frame label="...">
en: Hypergeometric Parameters
sv: Hypergeometriska parametrar

note: i18n: ectx: (Plot hypergeometric probabilities) <snippets> <snippet> <frame label="Parameters"> <spinbox label="..."> i18n: ectx: (Central Limit Theorem: Hypergeometric to Normal) <snippets> <snippet> <frame label="Hypergeometric Parameters"> <spinbox label="...">
en: Number of white balls (m)
sv: Antal vita kulor (m)

note: i18n: ectx: (Plot hypergeometric probabilities) <snippets> <snippet> <frame label="Parameters"> <spinbox label="..."> i18n: ectx: (Central Limit Theorem: Hypergeometric to Normal) <snippets> <snippet> <frame label="Hypergeometric Parameters"> <spinbox label="...">
en: Number of black balls (n)
sv: Antal svarta kulor (n)

note: i18n: ectx: (Plot hypergeometric probabilities) <snippets> <snippet> <frame label="Parameters"> <spinbox label="..."> i18n: ectx: (Central Limit Theorem: Hypergeometric to Normal) <snippets> <snippet> <frame label="Hypergeometric Parameters"> <spinbox label="...">
en: Number of balls drawn (k)
sv: Antal dragna kulor (k)

[ctx: Distribution name]
note: i18n: ectx: (Central Limit Theorem: Hypergeometric to Normal) <logic> <i18n label="...">
en: Hypergeometric
sv: Hypergeometrisk

note: i18n: ectx: (Central Limit Theorem: Hypergeometric to Normal) <dialog label="...">
en: Central Limit Theorem: Hypergeometric to Normal
sv: Centrala gränsvärdessatsen: Hypergeometrisk till normal

note: i18n: ectx: (Loaded from Central Limit Theorem: Logistic to Normal) <snippets> <snippet> <setting> (refers to element labelled "Logistic Parameters")
en: See RKWard help on <link href="rkward://component/plot_logistic_distribution"/>.
sv: Se RKWard-hjälp om <link href="rkward://component/plot_logistic_distribution"/>.

note: i18n: ectx: (Central Limit Theorem: Logistic to Normal) <snippets> <snippet> <frame label="...">
en: Logistic Parameters
sv: Logistiska parametrar

[ctx: Distribution name]
note: i18n: ectx: (Central Limit Theorem: Logistic to Normal) <logic> <i18n label="...">
en: Logistic
sv: Logistisk

note: i18n: ectx: (Central Limit Theorem: Logistic to Normal) <dialog label="...">
en: Central Limit Theorem: Logistic to Normal
sv: Centrala gränsvärdessatsen:  Logistisk till normal

note: i18n: ectx: (Loaded from Central Limit Theorem: Lognormal to Normal) <snippets> <snippet> <setting> (refers to element labelled "Lognormal Parameters (in log-scale)")
en: See RKWard help on <link href="rkward://component/plot_lognormal_distribution"/>.
sv: Se RKWard-hjälp om <link href="rkward://component/plot_lognormal_distribution"/>.

note: i18n: ectx: (Central Limit Theorem: Lognormal to Normal) <snippets> <snippet> <frame label="...">
en: Lognormal Parameters (in log-scale)
sv: Lognormalparametrar (med logaritmisk skala)

note: i18n: ectx: (Plot Lognormal probabilities) <snippets> <snippet> <frame label="Parameters (on log scale)"> <spinbox label="..."> i18n: ectx: (Plot Normal probabilities) <snippets> <snippet> <frame label="Parameters"> <spinbox label="..."> i18n: ectx: (Plot Poisson probabilities) <snippets> <snippet> 
en: Mean
sv: Medelvärde

note: i18n: ectx: (Plot Lognormal probabilities) <snippets> <snippet> <frame label="Parameters (on log scale)"> <spinbox label="..."> i18n: ectx: (Plot Normal probabilities) <snippets> <snippet> <frame label="Parameters"> <spinbox label="..."> i18n: ectx: (Central Limit Theorem: Lognormal to Normal) <snip
en: Standard deviation
sv: Standardavvikelse

note: i18n: ectx: (Central Limit Theorem: Lognormal to Normal) <dialog label="...">
en: Central Limit Theorem: Lognormal to Normal
sv: Centrala gränsvärdessatsen: Lognormal till normal

note: i18n: ectx: (Loaded from Central Limit Theorem: Negative Binomial to Normal) <snippets> <snippet> <setting> (refers to element labelled "Negative Binomial Parameters")
en: See RKWard help on <link href="rkward://component/plot_negbinomial_distribution"/>.
sv: Se RKWard-hjälp om <link href="rkward://component/plot_negbinomial_distribution"/>.

note: i18n: ectx: (Central Limit Theorem: Negative Binomial to Normal) <snippets> <snippet> <frame label="...">
en: Negative Binomial Parameters
sv: Negativa binomialparametrar

note: i18n: ectx: (Negative Binomial distribution calculator) <snippets> <snippet> <spinbox label="..."> i18n: ectx: (Plot negative binomial probabilities) <snippets> <snippet> <frame label="Parameters"> <spinbox label="..."> i18n: ectx: (Central Limit Theorem: Negative Binomial to Normal) <snippets> <sni
en: Target number of successful trials
sv: Förväntat antal lyckade försök

note: i18n: ectx: (Central Limit Theorem: Negative Binomial to Normal) <snippets> <snippet> <frame label="Negative Binomial Parameters"> <spinbox label="...">
en: Dispersion
sv: Spridning

note: i18n: ectx: (Plot negative binomial probabilities) <snippets> [...] <radio label="Type of Parametrization"> <option label="..."> i18n: ectx: (Central Limit Theorem: Negative Binomial to Normal) <snippets> <snippet> <frame label="Negative Binomial Parameters"> <spinbox label="..."> i18n: ectx: (Centr
en: Success probability
sv: Sannolikhet att lyckas

note: i18n: ectx: (Plot negative binomial probabilities) <snippets> [...] <radio label="Type of Parametrization"> <option label="..."> i18n: ectx: (Central Limit Theorem: Negative Binomial to Normal) <snippets> <snippet> <frame label="Negative Binomial Parameters"> <spinbox label="..."> i18n: ectx: (Centr
en: Mean (mu)
sv: Medelvärde (mu)

note: i18n: ectx: (Plot negative binomial probabilities) <snippets> <snippet> <frame label="Parameters"> <radio label="..."> i18n: ectx: (Central Limit Theorem: Negative Binomial to Normal) <snippets> <snippet> <frame label="Negative Binomial Parameters"> <radio label="...">
en: Type of Parametrization
sv: Typ av parametrisering

[ctx: Distribution name]
note: i18n: ectx: (Central Limit Theorem: Negative Binomial to Normal) <logic> <i18n label="...">
en: Negative Binomial
sv: Negativ binomial

note: i18n: ectx: (Central Limit Theorem: Negative Binomial to Normal) <dialog label="...">
en: Central Limit Theorem: Negative Binomial to Normal
sv: Centrala gränsvärdessatsen: Negativ binomial till normal

note: i18n: ectx: (Loaded from Central Limit Theorem: Normal to Normal) <snippets> <snippet> <setting> (refers to element labelled "Normal Parameters")
en: See RKWard help on <link href="rkward://component/plot_normal_distribution"/>.
sv: Se RKWard-hjälp om <link href="rkward://component/plot_normal_distribution"/>.

note: i18n: ectx: (Central Limit Theorem: Normal to Normal) <snippets> <snippet> <frame label="...">
en: Normal Parameters
sv: Normalparametrar

note: i18n: ectx: (Central Limit Theorem: Normal to Normal) <dialog label="...">
en: Central Limit Theorem: Normal to Normal
sv: Centrala gränsvärdessatsen: Normal till normal

note: i18n: ectx: (Loaded from Central Limit Theorem: Poisson to Normal) <snippets> <snippet> <setting> (refers to element labelled "Poisson Parameters")
en: See RKWard help on <link href="rkward://component/plot_poisson_distribution"/>.
sv: Se RKWard-hjälp om <link href="rkward://component/plot_poisson_distribution"/>.

note: i18n: ectx: (Central Limit Theorem: Poisson to Normal) <snippets> <snippet> <frame label="...">
en: Poisson Parameters
sv: Poissonparametrar

note: i18n: ectx: (Central Limit Theorem: Poisson to Normal) <dialog label="...">
en: Central Limit Theorem: Poisson to Normal
sv: Centrala gränsvärdessatsen: Poisson till normal

note: i18n: ectx: (Loaded from Central Limit Theorem: t to Normal) <snippets> <snippet> <setting> (refers to element labelled "t Parameters")
en: See RKWard help on <link href="rkward://component/plot_t_distribution"/>. For the variance to exist, the 'Degrees of freedom' parameter has to be greater than 2.
sv: Se RKWard-hjälp om <link href="rkward://component/plot_t_distribution"/>. För att variansen ska finnas måste parametern 'Frihetsgrader' vara större än 2.

note: i18n: ectx: (Central Limit Theorem: t to Normal) <snippets> <snippet> <frame label="...">
en: t Parameters
sv: t-parametrar

note: i18n: ectx: (Central Limit Theorem: t to Normal) <dialog label="...">
en: Central Limit Theorem: t to Normal
sv: Centrala gränsvärdessatsen: t till normal

note: i18n: ectx: (Loaded from Central Limit Theorem: Uniform to Normal) <snippets> <snippet> <setting> (refers to element labelled "Uniform Parameters")
en: See RKWard help on <link href="rkward://component/plot_uniform_distribution"/>.
sv: Se RKWard-hjälp om <link href="rkward://component/plot_uniform_distribution"/>.

note: i18n: ectx: (Central Limit Theorem: Uniform to Normal) <snippets> <snippet> <frame label="...">
en: Uniform Parameters
sv: Likformiga parametrar

[ctx: Distribution name]
note: i18n: ectx: (Central Limit Theorem: Uniform to Normal) <logic> <i18n label="...">
en: Uniform
sv: Likformig

note: i18n: ectx: (Central Limit Theorem: Uniform to Normal) <dialog label="...">
en: Central Limit Theorem: Uniform to Normal
sv: Centrala gränsvärdessatsen: Likformig till normal

note: i18n: ectx: (Loaded from Central Limit Theorem: Weibull to Normal) <snippets> <snippet> <setting> (refers to element labelled "Weibull Parameters")
en: See RKWard help on <link href="rkward://component/plot_weibull_distribution"/>.
sv: Se RKWard-hjälp om <link href="rkward://component/plot_weibull_distribution"/>.

note: i18n: ectx: (Central Limit Theorem: Weibull to Normal) <snippets> <snippet> <frame label="...">
en: Weibull Parameters
sv: Weibullparametrar

note: i18n: ectx: (Central Limit Theorem: Weibull to Normal) <dialog label="...">
en: Central Limit Theorem: Weibull to Normal
sv: Centrala gränsvärdessatsen: Weibull till normal

note: i18n: ectx: (Loaded from Central Limit Theorem: Wilcoxon to Normal) <snippets> <snippet> <setting> (refers to element labelled "Wilcoxon Parameters")
en: See RKWard help on <link href="rkward://component/plot_wilcoxon_distribution"/>.
sv: Se RKWard-hjälp om <link href="rkward://component/plot_wilcoxon_distribution"/>.

note: i18n: ectx: (Central Limit Theorem: Wilcoxon to Normal) <snippets> <snippet> <frame label="...">
en: Wilcoxon Parameters
sv: Wilcoxonparametrar

note: i18n: ectx: (Plot Wilcoxon Rank Sum statistic probabilities) <snippets> <snippet> <frame label="Parameters"> <spinbox label="..."> i18n: ectx: (Central Limit Theorem: Wilcoxon to Normal) <snippets> <snippet> <frame label="Wilcoxon Parameters"> <spinbox label="...">
en: Number of Observations in first sample (m)
sv: Antal observationer i första stickprovet (m)

note: i18n: ectx: (Plot Wilcoxon Rank Sum statistic probabilities) <snippets> <snippet> <frame label="Parameters"> <spinbox label="..."> i18n: ectx: (Central Limit Theorem: Wilcoxon to Normal) <snippets> <snippet> <frame label="Wilcoxon Parameters"> <spinbox label="...">
en: Number of Observations in second sample (n)
sv: Antal observationer i andra stickprovet (n)

note: i18n: ectx: (Central Limit Theorem: Wilcoxon to Normal) <dialog label="...">
en: Central Limit Theorem: Wilcoxon to Normal
sv: Centrala gränsvärdessatsen: Wilcoxon till normal

note: i18n: ectx: (Loaded from Loaded from Beta distribution calculator) <snippet> <caption title="..."> i18n: ectx: (Loaded from Loaded from Binomial probabilities, quantiles, densities) <snippet> <caption title="..."> i18n: ectx: (Loaded from Loaded from Cauchy distribution calculator) <snippet> <captio
en: Generic settings
sv: Allmänna inställningar

note: i18n: ectx: (Loaded from Loaded from Beta distribution calculator) <snippet> <setting> (refers to element labelled "Mode") i18n: ectx: (Loaded from Loaded from Binomial probabilities, quantiles, densities) <snippet> <setting> (refers to element labelled "Mode") i18n: ectx: (Loaded from Loaded from C
en: Specify the quantity to be calculated (probabilities, densities, or quantiles), and the quantity given (probabilities or quantiles)
sv: Ange kvantiteten att beräkna (sannolikheter, tätheter eller kvantiler), och given kvantitet (sannolikheter eller kvantiler)

note: i18n: ectx: (Loaded from Loaded from Beta distribution calculator) <snippet> <setting> (refers to element labelled "Number of quantiles") i18n: ectx: (Loaded from Loaded from Binomial probabilities, quantiles, densities) <snippet> <setting> (refers to element labelled "Number of quantiles") i18n: ec
en: When calculating densities or probabilities, specify the number of evenly spaces quantiles to show. Alternatively, use the setting above.
sv: Vid beräkning av täthet eller sannolikhet, ange antalet jämnt fördelade kvantiler att visa. Som alternativ, använd inställningen ovan.

note: i18n: ectx: (Loaded from Loaded from Beta distribution calculator) <snippet> <setting> (refers to element labelled "Specify Quantiles (optional)") i18n: ectx: (Loaded from Loaded from Binomial probabilities, quantiles, densities) <snippet> <setting> (refers to element labelled "Specify Quantiles (op
en: When calculating densities or probabilities, specify one or more quantiles. Alternatively, leave this empty to use the setting above, instead.
sv: Vid beräkning av täthet eller sannolikhet, ange en eller flera kvantiler. Som alternativ, lämna den tom för att istället använda inställningen ovan.

note: i18n: ectx: (Loaded from Loaded from Beta distribution calculator) <snippet> <setting> (refers to element labelled "Number of probabilities") i18n: ectx: (Loaded from Loaded from Binomial probabilities, quantiles, densities) <snippet> <setting> (refers to element labelled "Number of probabilities") 
en: When calculating quantiles, specify the number of evenly spaced probabilities (optionally logarithmic) to show. Alternatively, use the setting below.
sv: Ange antalet jämnt fördelade sannolikheter (valfritt logaritmiska) att visa vid beräkning av kvantiler. Som alternativ, använd inställningen nedan.

note: i18n: ectx: (Loaded from Loaded from Beta distribution calculator) <snippet> <setting> (refers to element labelled "Specify Probabilities (optional)") i18n: ectx: (Loaded from Loaded from Binomial probabilities, quantiles, densities) <snippet> <setting> (refers to element labelled "Specify Probabili
en: When calculating quantiles, specify one or more probabilities, optionally logarithmic (see below). If this setting is left empty, the setting above is used, instead.
sv: Ange en eller flera sannolikheter vid beräkning av kvantiler, valfritt logaritmiska (se nedan). Om inställningen lämnas tom, används istället inställningen ovan.

note: i18n: ectx: (Loaded from Loaded from Beta distribution calculator) <snippet> <setting> (refers to element labelled "Logarithmic probabilities") i18n: ectx: (Loaded from Loaded from Binomial probabilities, quantiles, densities) <snippet> <setting> (refers to element labelled "Logarithmic probabilitie
en: When calculating probabilities, return these as log (p). When specifying probabilities, these are supplied as log (p).
sv: När sannolikheter beräknas returnera dem som log (s). När sannolikheter anges, görs det som log (s).

note: i18n: ectx: (Loaded from Loaded from Beta distribution calculator) <snippet> <setting> (refers to element labelled "Logarithmic densities") i18n: ectx: (Loaded from Loaded from Binomial probabilities, quantiles, densities) <snippet> <setting> (refers to element labelled "Logarithmic densities") i18n
en: When calculating densities, return these as log (d).
sv: Vid beräkning av tätheter, returnera dem som log (t).

note: i18n: ectx: (Loaded from Loaded from Beta distribution calculator) <snippet> <setting> (refers to element labelled "Lower tail") i18n: ectx: (Loaded from Loaded from Binomial probabilities, quantiles, densities) <snippet> <setting> (refers to element labelled "Lower tail") i18n: ectx: (Loaded from L
en: If checked (the default) probabilities are P[X ≤ x]. Otherwise (upper tail) probabilities are P[X &gt; x]
sv: Om markerad är (de förvalda) sannolikheterna P[X ≤ x]. Annars är (övre svansens) sannolikheter P[X &gt; x].

note: i18n: ectx: (Loaded from Loaded from Beta distribution calculator) <snippet> <setting> i18n: ectx: (Loaded from Loaded from Binomial probabilities, quantiles, densities) <snippet> <setting> i18n: ectx: (Loaded from Loaded from Cauchy distribution calculator) <snippet> <setting> i18n: ectx: (Loaded f
en: Show a preview of the result.
sv: Visa en förhandsgranskning av resultatet.

note: i18n: ectx: (Loaded from Loaded from Beta distribution calculator) <snippet> <caption title="..."> i18n: ectx: (Loaded from Loaded from Binomial probabilities, quantiles, densities) <snippet> <caption title="..."> i18n: ectx: (Loaded from Loaded from Cauchy distribution calculator) <snippet> <captio
en: Distribution specific settings
sv: Fördelningsspecifika inställningar

note: i18n: ectx: (Loaded from Loaded from Beta distribution calculator) <snippet> <usage> i18n: ectx: (Loaded from Loaded from Binomial probabilities, quantiles, densities) <snippet> <usage> i18n: ectx: (Loaded from Loaded from Cauchy distribution calculator) <snippet> <usage> i18n: ectx: (Loaded from Lo
en: Select the desired mode of operation, then specify the values of interest. The input values (quantiles or probabilities) can be left empty, in which case a short sequence of evenly spaced values will be filled in, automatically.
sv: Välj önskad arbetsmetod, och ange därefter värden av intresse. Indatavärden (kvantiler eller sannolikheter) kan lämnas tomma, och i så fall fylls en kort följd av jämnt fördelade värden automatiskt i.

note: i18n: ectx: (Loaded from Beta distribution calculator) <snippet> <dropdown label="..."> i18n: ectx: (Loaded from Binomial probabilities, quantiles, densities) <snippet> <dropdown label="..."> i18n: ectx: (Loaded from Cauchy distribution calculator) <snippet> <dropdown label="..."> i18n: ectx: (Loade
en: Mode
sv: Metod

note: i18n: ectx: (Loaded from Beta distribution calculator) <snippet> <dropdown label="Mode"> <option label="..."> i18n: ectx: (Loaded from Binomial probabilities, quantiles, densities) <snippet> <dropdown label="Mode"> <option label="..."> i18n: ectx: (Loaded from Cauchy distribution calculator) <snippe
en: Calculate probabilities for given quantiles
sv: Beräkna sannolikheter för givna kvartiler

note: i18n: ectx: (Loaded from Beta distribution calculator) <snippet> <dropdown label="Mode"> <option label="..."> i18n: ectx: (Loaded from Binomial probabilities, quantiles, densities) <snippet> <dropdown label="Mode"> <option label="..."> i18n: ectx: (Loaded from Cauchy distribution calculator) <snippe
en: Calculate densities at given quantiles
sv: Beräkna täthet för givna kvartiler

note: i18n: ectx: (Loaded from Beta distribution calculator) <snippet> <dropdown label="Mode"> <option label="..."> i18n: ectx: (Loaded from Binomial probabilities, quantiles, densities) <snippet> <dropdown label="Mode"> <option label="..."> i18n: ectx: (Loaded from Cauchy distribution calculator) <snippe
en: Calculate quantiles for given probabilities
sv: Beräkna kvartiler för givna sannolikheter

note: i18n: ectx: (Loaded from Beta distribution calculator) <snippet> <spinbox label="..."> i18n: ectx: (Loaded from Binomial probabilities, quantiles, densities) <snippet> <spinbox label="..."> i18n: ectx: (Loaded from Cauchy distribution calculator) <snippet> <spinbox label="..."> i18n: ectx: (Loaded f
en: Number of quantiles
sv: Antal kvantiler

note: i18n: ectx: (Loaded from Beta distribution calculator) <snippet> <spinbox label="..."> i18n: ectx: (Loaded from Binomial probabilities, quantiles, densities) <snippet> <spinbox label="..."> i18n: ectx: (Loaded from Cauchy distribution calculator) <snippet> <spinbox label="..."> i18n: ectx: (Loaded f
en: Number of probabilities
sv: Antal sannolikheter

note: i18n: ectx: (Loaded from Beta distribution calculator) <snippet> <text> i18n: ectx: (Loaded from Binomial probabilities, quantiles, densities) <snippet> <text> i18n: ectx: (Loaded from Cauchy distribution calculator) <snippet> <text> i18n: ectx: (Loaded from Chi-squared distribution calculator) <sni
en: - or -
sv: - eller -

note: i18n: ectx: (Loaded from Beta distribution calculator) <snippet> <matrix label="..."> i18n: ectx: (Loaded from Binomial probabilities, quantiles, densities) <snippet> <matrix label="..."> i18n: ectx: (Loaded from Cauchy distribution calculator) <snippet> <matrix label="..."> i18n: ectx: (Loaded from
en: Specify Quantiles (optional)
sv: Ange kvartiler (valfritt)

note: i18n: ectx: (Loaded from Beta distribution calculator) <snippet> <matrix label="..."> i18n: ectx: (Loaded from Binomial probabilities, quantiles, densities) <snippet> <matrix label="..."> i18n: ectx: (Loaded from Cauchy distribution calculator) <snippet> <matrix label="..."> i18n: ectx: (Loaded from
en: Specify Probabilities (optional)
sv: Ange sannolikheter (valfritt)

note: i18n: ectx: (Loaded from Beta distribution calculator) <snippet> <checkbox label="..."> i18n: ectx: (Loaded from Binomial probabilities, quantiles, densities) <snippet> <checkbox label="..."> i18n: ectx: (Loaded from Cauchy distribution calculator) <snippet> <checkbox label="..."> i18n: ectx: (Loade
en: Logarithmic probabilities
sv: Logaritmiska sannolikheter

note: i18n: ectx: (Loaded from Beta distribution calculator) <snippet> <checkbox label="..."> i18n: ectx: (Loaded from Binomial probabilities, quantiles, densities) <snippet> <checkbox label="..."> i18n: ectx: (Loaded from Cauchy distribution calculator) <snippet> <checkbox label="..."> i18n: ectx: (Loade
en: Logarithmic densities
sv: Logaritmiska tätheter

note: i18n: ectx: (Loaded from Beta distribution calculator) <snippet> <checkbox label="..."> i18n: ectx: (Loaded from Binomial probabilities, quantiles, densities) <snippet> <checkbox label="..."> i18n: ectx: (Loaded from Cauchy distribution calculator) <snippet> <checkbox label="..."> i18n: ectx: (Loade
en: Lower tail
sv: Undre svans

note: i18n: ectx: (Loaded from Exponential distribution calculator)
en: Exponential distribution
sv: Exponentialfördelning

note: i18n: ectx: (Loaded from Exponential distribution calculator) <summary>
en: Provides a calculator for probabilities, quantiles, and densities in the Exponential distribution.
sv: Tillhandahåller en räknare för sannolikheter, kvantiler och tätheter för exponentialfördelningen.

note: i18n: ectx: (Loaded from Exponential distribution calculator) <settings> <setting> (refers to element labelled "Rate")
en: Rate parameter λ (1/mean)
sv: Frekvensparameter λ (1/medelvärde)

note: i18n: ectx: (Loaded from Exponential distribution calculator) <related>
en: <link href="rkward://component/rkward/gamma_probabilities"/> (of which the exponential distribution is a special case)
sv: <link href="rkward://component/rkward/gamma_probabilities"/> (där exponentialfördelningen är ett specialfall)

note: i18n: ectx: (Loaded from F distribution calculator)
en: F distribution
sv: F-fördelning

note: i18n: ectx: (Loaded from F distribution calculator) <summary>
en: Provides a calculator for probabilities, quantiles, and densities in the F distribution.
sv: Tillhandahåller en räknare för sannolikheter, kvantiler och tätheter för F-fördelningen.

note: i18n: ectx: (F distribution calculator) <snippets> <snippet> <spinbox label="...">
en: Numerator degrees of Freedom
sv: Frihetsgrader täljare

note: i18n: ectx: (F distribution calculator) <snippets> <snippet> <spinbox label="...">
en: Denominator degrees of Freedom
sv: Frihetsgrader nämnare

note: i18n: ectx: (Loaded from Gamma distribution calculator)
en: Gamma distribution
sv: Gamma-fördelning

note: i18n: ectx: (Loaded from Gamma distribution calculator) <summary>
en: Provides a calculator for probabilities, quantiles, and densities in the gamma distribution.
sv: Tillhandahåller en räknare för sannolikheter, kvantiler och tätheter för gammafördelningen.

note: i18n: ectx: (Loaded from Gamma distribution calculator) <settings> <setting> (refers to element labelled "Shape")
en: Shape parameter (k)
sv: Formparameter (k)

note: i18n: ectx: (Loaded from Gamma distribution calculator) <settings> <setting> (refers to element labelled "Rate")
en: Rate parameter β (inverse of scale parameter)
sv: Frekvensparameter β (invers av skalningsparametern)

note: i18n: ectx: (Loaded from Gamma distribution calculator) <related>
en: <link href="rkward://component/rkward/exponential_probabilities"/> (a special case of the gamma distribution with shape=1)
sv: <link href="rkward://component/rkward/exponential_probabilities"/> (ett specialfall av gammafördelningen med form = 1)

note: i18n: ectx: (Loaded from Gamma distribution calculator) <related>
en: <link href="rkward://rhelp/GammaDist">R help on Gamma Distribution functions</link>
sv: <link href="rkward://rhelp/GammaDist">R-hjälp om funktioner för gammafördelningen</link>

note: i18n: ectx: (Loaded from Geometric distribution calculator)
en: Geometric distribution
sv: Geometrisk fördelning

note: i18n: ectx: (Loaded from Geometric distribution calculator) <summary>
en: Provides a calculator for probabilities, quantiles, and densities in the Geometric distribution.
sv: Tillhandahåller en räknare för sannolikheter, kvantiler och tätheter för den geometriska fördelningen.

note: i18n: ectx: (Loaded from Geometric distribution calculator) <summary>
en: Quantiles in the geometric distribution represent the number of failures in a sequence of Bernoulli trials before the first success.
sv: Kvantiler i den geometriska fördelningen representerar antalet misslyckanden i en följd av Bernoulli-försök innan det första lyckade försöket.

note: i18n: ectx: (Loaded from Geometric distribution calculator) <settings> <setting> (refers to element labelled "probability of success in each trial")
en: Probability of success in each trial. Note that this setting is <b>not</b> affected by the "log probabilities" setting, i.e. always specify the plain probability,
sv: Sannolikhet att varje försök lyckas. Observera att inställningen <b>inte</b> påverkas av inställningen "logaritmiska sannolikheter", dvs. ange alltid den vanliga sannolikheten här.

note: i18n: ectx: (Geometric distribution calculator)
en: Quantiles represent the number of failures in a sequence of Bernoulli trials before the first success.
sv: Kvantiler representerar antalet misslyckanden i en följd av Bernoulli-försök innan det första lyckade försöket.

note: i18n: ectx: (Geometric distribution calculator) <snippets> <snippet> <spinbox label="...">
en: probability of success in each trial
sv: sannolikhet att lyckas i varje försök

note: i18n: ectx: (Loaded from Gumbel distribution calculator)
en: Gumbel distribution
sv: Gumbelfördelning

note: i18n: ectx: (Loaded from Gumbel distribution calculator) <summary>
en: Provides a calculator for probabilities, quantiles, and densities in the Gumbel distribution.
sv: Tillhandahåller en räknare för sannolikheter, kvantiler och tätheter för Gumbelfördelningen.

note: i18n: ectx: (Loaded from Gumbel distribution calculator) <settings> <setting> (refers to element labelled "Location")
en: Location parameter.
sv: Lokaliseringsparameter.

note: i18n: ectx: (Loaded from Gumbel distribution calculator) <settings> <setting> (refers to element labelled "Scale") i18n: ectx: (Loaded from Logistic distribution calculator) <settings> <setting> (refers to element labelled "Scale")
en: Scale parameter.
sv: Skalningsparameter.

note: i18n: ectx: (Loaded from Gumbel distribution calculator) <related>
en: <link href="rkward://rhelp/pgumgel">R help on the gumbel distribution functions from package FAdist</link>
sv: <link href="rkward://rhelp/pgumgel">R-hjälp om Gumbel-fördelningsfunktioner från paketet FAdist</link>

note: i18n: ectx: (Loaded from Hypergeometric distribution calculator)
en: Hypergeometric distribution
sv: Hypergeometrisk fördelning

note: i18n: ectx: (Loaded from Hypergeometric distribution calculator) <summary>
en: Provides a calculator for probabilities, quantiles, and densities in the Hypergeometric distribution.
sv: Tillhandahåller en räknare för sannolikheter, kvantiler och tätheter för den hypergeometriska fördelningen.

note: i18n: ectx: (Loaded from Hypergeometric distribution calculator) <summary> i18n: ectx: (Hypergeometric distribution calculator)
en: Quantiles represent the number of white balls drawn in k draws without replacement from an urn containing m white and n black balls.
sv: Kvantiler representerar antal dragna vita kulor vid k dragna objekt utan ersättning från en urna som innehåller m vita och n svarta kulor.

note: i18n: ectx: (Loaded from Hypergeometric distribution calculator) <settings> <setting> (refers to element labelled "m (Number of white balls in the urn)") i18n: ectx: (Hypergeometric distribution calculator) <snippets> <snippet> <spinbox label="...">
en: m (Number of white balls in the urn)
sv: m (antal vita kulor i urnan)

note: i18n: ectx: (Loaded from Hypergeometric distribution calculator) <settings> <setting> (refers to element labelled "n (Number of black balls in the urn)") i18n: ectx: (Hypergeometric distribution calculator) <snippets> <snippet> <spinbox label="...">
en: n (Number of black balls in the urn)
sv: n (antal svarta kulor i urnan)

note: i18n: ectx: (Loaded from Hypergeometric distribution calculator) <settings> <setting> (refers to element labelled "k (Number of balls drawn from the urn)")
en: k (Number of draws from the urn)
sv: k (antal dragna från urnan)

note: i18n: ectx: (Hypergeometric distribution calculator) <snippets> <snippet> <spinbox label="...">
en: k (Number of balls drawn from the urn)
sv: k (antal kulor dragna från urnan)

note: i18n: ectx: (Loaded from Log Normal distribution calculator)
en: Log Normal distribution
sv: Lognormalfördelning

note: i18n: ectx: (Loaded from Log Normal distribution calculator) <summary>
en: Provides a calculator for probabilities, quantiles, and densities in the Log-Normal distribution.
sv: Tillhandahåller en räknare för sannolikheter, kvantiler och tätheter för lognormalfördelningen.

note: i18n: ectx: (Loaded from Log Normal distribution calculator) <settings> <setting> (refers to element labelled "meanlog (mean on log scale)")
en: meanlog (mean of the distribution on the log scale)
sv: logaritmiskt medelvärde (fördelningens medelvärde med logaritmisk skala)

note: i18n: ectx: (Loaded from Log Normal distribution calculator) <settings> <setting> (refers to element labelled "sdlog (standard deviation on log scale)")
en: sdlog (standard deviation of the distribution on the log scale)
sv: logaritmisk standardavvikelse (fördelningens standardavvikelse med logaritmisk skala)

note: i18n: ectx: (Log Normal distribution calculator) <snippets> <snippet> <spinbox label="...">
en: meanlog (mean on log scale)
sv: logaritmiskt medelvärde (medelvärde med logaritmisk skala)

note: i18n: ectx: (Log Normal distribution calculator) <snippets> <snippet> <spinbox label="...">
en: sdlog (standard deviation on log scale)
sv: logaritmisk standardavvikelse (standardavvikelse med logaritmisk skala)

note: i18n: ectx: (Loaded from Logistic distribution calculator)
en: Logistic distribution
sv: Logistisk fördelning

note: i18n: ectx: (Loaded from Logistic distribution calculator) <summary>
en: Provides a calculator for probabilities, quantiles, and densities in the logistic distribution.
sv: Tillhandahåller en räknare för sannolikheter, kvantiler och tätheter för den logistiska fördelningen.

note: i18n: ectx: (Loaded from Logistic distribution calculator) <settings> <setting> (refers to element labelled "Location")
en: Location parameter μ (corresponds to the mean).
sv: Lokaliseringsparameter μ (motsvarar medelvärdet).

note: i18n: ectx: (Loaded from Negative Binomial distribution calculator)
en: Negative Binomial distribution
sv: Negativ binomialfördelning

note: i18n: ectx: (Loaded from Negative Binomial distribution calculator) <summary>
en: Provides a calculator for probabilities, quantiles, and densities in the Negative Binomial distribution.
sv: Tillhandahåller en räknare för sannolikheter, kvantiler och tätheter för den negativa binomialfördelningen.

note: i18n: ectx: (Loaded from Negative Binomial distribution calculator) <summary>
en: Note: Quantiles represents the number of failures in a sequence of Bernoulli trials before the target number of successes is reached.
sv: Observera: Kvantiler representerar antalet misslyckanden i en följd av Bernoulli-försök innan förväntat antal lyckade försök uppnås.

note: i18n: ectx: (Loaded from Negative Binomial distribution calculator) <settings> <setting> (refers to element labelled "Target number of successful trials")
en: Target number of successes. This need not be an integer.
sv: Förväntat antal lyckade försök. Det behöver inte vara ett heltal.

note: i18n: ectx: (Loaded from Negative Binomial distribution calculator) <settings> <setting> (refers to element labelled "Probability of success in each trial")
en: Probability of success in each trial. Note that this setting is <b>not</b> affected by the "log probabilities" setting, i.e. always specify the plain probability.
sv: Sannolikhet att varje försök lyckas. Observera att inställningen <b>inte</b> påverkas av inställningen "logaritmiska sannolikheter", dvs. ange alltid den vanliga sannolikheten här.

note: i18n: ectx: (Negative Binomial distribution calculator)
en: Quantiles represent the number of failures in a sequence of Bernoulli trials before the target number of successes is reached.
sv: Kvantiler representerar antalet misslyckanden i en följd av Bernoulli-försök innan förväntat antal lyckade försök uppnås.

note: i18n: ectx: (Loaded from Plot binomial probabilities) <settings> <setting> (refers to element labelled "Probability of success on each trial") i18n: ectx: (Negative Binomial distribution calculator) <snippets> <snippet> <spinbox label="...">
en: Probability of success in each trial
sv: Sannolikhet att lyckas i varje försök

note: i18n: ectx: (Loaded from Normal distribution calculator)
en: Normal distribution
sv: Normalfördelning

note: i18n: ectx: (Loaded from Normal distribution calculator) <summary>
en: Provides a calculator for probabilities, quantiles, and densities in the Normal distribution.
sv: Tillhandahåller en räknare för sannolikheter, kvantiler och tätheter för normalfördelningen.

note: i18n: ectx: (Loaded from Normal distribution calculator) <settings> <setting> (refers to element labelled "mu (mean)")
en: Mean.
sv: Medelvärde.

note: i18n: ectx: (Loaded from Normal distribution calculator) <settings> <setting> (refers to element labelled "sigma (standard deviation)")
en: Standard deviation.
sv: Standardavvikelse.

note: i18n: ectx: (Loaded from Normal distribution calculator) <related>
en: Various tests for normality of observed measures are available, for instance <link href="rkward://component/rkward/jb_test"/>.
sv: Diverse tester för normalfördelning av observerade mätningar är tillgängliga, exempelvis <link href="rkward://component/rkward/jb_test"/>.

note: i18n: ectx: (Normal distribution calculator) <snippets> <snippet> <spinbox label="...">
en: mu (mean)
sv: mu (medelvärde)

note: i18n: ectx: (Normal distribution calculator) <snippets> <snippet> <spinbox label="...">
en: sigma (standard deviation)
sv: sigma (standardavvikelse)

note: i18n: ectx: (Loaded from Plot Beta probabilities) <summary>
en: Density and distribution function plots for the Beta distribution.
sv: Diagram över täthets- och fördelningsfunktionen för betafördelningen.

note: i18n: ectx: (Loaded from Plot Beta probabilities) <settings> <setting> (refers to element labelled "Shape1 (a)")
en: shape1 parameter of the Beta distribution.
sv: Parametern form 1 för betafördelningen.

note: i18n: ectx: (Loaded from Plot Beta probabilities) <settings> <setting> (refers to element labelled "Shape2 (b)")
en: shape2 parameter of the Beta distribution.
sv: Parametern form 2 för betafördelningen.

note: i18n: ectx: (Loaded from Plot Beta probabilities) <settings> <setting> (refers to element labelled "Non-centrality parameter (ncp)")
en: Non-centrality parameter of the Beta distribution.
sv: Betafördelningens icke-centraliseringsparameter.

note: i18n: ectx: (Plot Beta probabilities) <snippets> <snippet> <frame label="..."> i18n: ectx: (Plot binomial probabilities) <snippets> <snippet> <frame label="..."> i18n: ectx: (Plot Cauchy probabilities) <snippets> <snippet> <frame label="..."> i18n: ectx: (Plot Chi-squared probabilities) <snippets> <
en: Range
sv: Intervall

note: i18n: ectx: (Plot Beta probabilities) <snippets> <snippet> <frame label="Range"> <spinbox label="..."> i18n: ectx: (Plot binomial probabilities) <snippets> <snippet> <frame label="Range"> <spinbox label="..."> i18n: ectx: (Plot Cauchy probabilities) <snippets> <snippet> <frame label="Range"> <spinbo
en: Lower quantile
sv: Undre kvantil

note: i18n: ectx: (Plot Beta probabilities) <snippets> <snippet> <frame label="Range"> <spinbox label="..."> i18n: ectx: (Plot binomial probabilities) <snippets> <snippet> <frame label="Range"> <spinbox label="..."> i18n: ectx: (Plot Cauchy probabilities) <snippets> <snippet> <frame label="Range"> <spinbo
en: Upper quantile
sv: Övre kvantil

note: i18n: ectx: (Plot Beta probabilities) <snippets> <snippet> <frame label="Parameters"> <spinbox label="...">
en: Non-centrality parameter (ncp)
sv: Icke-centraliseringsparameter (icp)

note: i18n: ectx: (Plot Beta probabilities) <dialog label="...">
en: Plot Beta probabilities
sv: Rita beta-sannolikheter

note: i18n: ectx: (Loaded from Plot binomial probabilities) <summary>
en: Density and distribution function plots for the Binomial distribution.
sv: Diagram över täthets- och fördelningsfunktionen för binomialfördelningen.

note: i18n: ectx: (Plot binomial probabilities) <dialog label="...">
en: Plot binomial probabilities
sv: Rita binomial-sannolikheter

note: i18n: ectx: (Loaded from Plot Cauchy probabilities) <summary>
en: Density and distribution function plots for the Cauchy distribution.
sv: Diagram över täthets- och fördelningsfunktionen för Cauchyfördelningen.

note: i18n: ectx: (Plot Cauchy probabilities) <dialog label="...">
en: Plot Cauchy probabilities
sv: Rita Cauchy-sannolikheter

[ctx: Chi-square distribution]
note: i18n: ectx: (Loaded from Plot Chi-squared probabilities)
en: Chi-square
sv: Chi-två

note: i18n: ectx: (Loaded from Plot Chi-squared probabilities) <summary>
en: Density and distribution function plots for the Chi-squared distribution.
sv: Diagram över täthets- och fördelningsfunktionen för chi-två-fördelningen.

note: i18n: ectx: (Loaded from Plot Chi-squared probabilities) <settings> <setting> (refers to element labelled "Degrees of freedom") i18n: ectx: (Loaded from Plot Chi-squared probabilities) <settings> <setting> (refers to element labelled "Non-centrality parameter")
en: See R reference on Chi-squared distribution.
sv: Se R-referensmanualen om chi-två-fördelning.

note: i18n: ectx: (Plot Chi-squared probabilities) <dialog label="...">
en: Plot Chi-squared probabilities
sv: Rita chi-två-sannolikheter

note: i18n: ectx: (Loaded from Loaded from Plot Beta probabilities) <snippet> <radio label="Choose type of function plot"> <option label="..."> i18n: ectx: (Loaded from Plot Beta probabilities) <snippet> <radio label="Choose type of function plot"> <option label="..."> i18n: ectx: (Loaded from Loaded from
en: Plot density function
sv: Rita täthetsfunktion

note: i18n: ectx: (Loaded from Loaded from Plot Beta probabilities) <snippet> <radio label="Choose type of function plot"> <option label="..."> i18n: ectx: (Loaded from Plot Beta probabilities) <snippet> <radio label="Choose type of function plot"> <option label="..."> i18n: ectx: (Loaded from Loaded from
en: Plot distribution
sv: Rita fördelning

note: i18n: ectx: (Loaded from Loaded from Plot Beta probabilities) <snippet> <checkbox label="..."> i18n: ectx: (Loaded from Plot Beta probabilities) <snippet> <checkbox label="..."> i18n: ectx: (Loaded from Loaded from Plot binomial probabilities) <snippet> <checkbox label="..."> i18n: ectx: (Loaded fro
en: Logarithmic
sv: Logaritmisk

note: i18n: ectx: (Loaded from Loaded from Plot Beta probabilities) <snippet> <checkbox label="..."> i18n: ectx: (Loaded from Plot Beta probabilities) <snippet> <checkbox label="..."> i18n: ectx: (Loaded from Loaded from Plot binomial probabilities) <snippet> <checkbox label="..."> i18n: ectx: (Loaded fro
en: Lower Tail
sv: Undre svans

note: i18n: ectx: (Loaded from Loaded from Plot Beta probabilities) <snippet> <setting> (refers to element labelled "Logarithmic") i18n: ectx: (Loaded from Plot Beta probabilities) <snippet> <setting> (refers to element labelled "Logarithmic") i18n: ectx: (Loaded from Loaded from Plot binomial probabiliti
en: Check this box if log of the function values are to be plotted.
sv: Markera rutan om logaritmen av funktionsvärdena ska ritas.

note: i18n: ectx: (Loaded from Loaded from Plot Beta probabilities) <snippet> <setting> (refers to element labelled "Lower Tail") i18n: ectx: (Loaded from Plot Beta probabilities) <snippet> <setting> (refers to element labelled "Lower Tail") i18n: ectx: (Loaded from Loaded from Plot binomial probabilities
en: This option is valid only for plotting the distribution function. Uncheck this box if the upper tail of the distribution function (P[X > x]) is to be plotted.
sv: Alternativet är bara giltigt för att rita upp fördelningsfunktionen. Avmarkera rutan om fördelningsfunktionens övre svans (P[X > x]) ska ritas.

note: i18n: ectx: (Loaded from Loaded from Plot Beta probabilities) <snippet> <setting> (refers to element labelled "Preview") i18n: ectx: (Loaded from Plot Beta probabilities) <snippet> <setting> (refers to element labelled "Preview") i18n: ectx: (Loaded from Loaded from Plot binomial probabilities) <sni
en: Check this box for previewing the function plot. A new graphics window will pop up and it will be dynamically updated based on the choice of parameters. It may take a while for the window to show up. Sometimes, only an empty graphics device may get displayed, in which case, close the device (dev.off() or may be even graphics.off()), uncheck the box, wait for a while and try again. If it still persists, use only the "Submit" button to view the exported plot in the Output window.
sv: Markera rutan för att förhandsgranska funktionsdiagrammet. Ett nytt grafikfönster dyker upp som uppdateras dynamiskt baserat på val av parametrar. Det kan ta en stund innan fönstret visas. Ibland visas bara en tom grafikenhet. Om så är fallet, stäng enheten (dev.off() eller till och med graphics.off()), avmarkera rutan, vänta en stund och försök igen. Om detta fortfarande kvarstår, använd bara knappen "Skicka" för att visa det exporterade diagrammet i utdatafönstret.

note: i18n: ectx: (Loaded from Loaded from Plot Beta probabilities) <snippet> <setting> (refers to element labelled "Plot Options") i18n: ectx: (Loaded from Plot Beta probabilities) <snippet> <setting> (refers to element labelled "Plot Options") i18n: ectx: (Loaded from Loaded from Plot binomial probabili
en: Various plotting parameter settings for the plot. See the help page of "Plot Options" for more details.
sv: Diverse inställningar av diagramparametrar för diagrammet. Se hjälpsidan "Diagramalternativ" för mer information.

note: i18n: ectx: (Loaded from Loaded from Plot Beta probabilities) <snippet> <usage> i18n: ectx: (Loaded from Plot Beta probabilities) <snippet> <usage> i18n: ectx: (Loaded from Loaded from Plot binomial probabilities) <snippet> <usage> i18n: ectx: (Loaded from Plot binomial probabilities) <snippet> <usa
en: Choose appropriate values for the various parameters of the distribution and select the type of function. The "Submit" button will export the plot to the "Output" window. To dynamically visualize the plot check the "Preview" box.
sv: Välj lämpliga värden för fördelningens olika parametrar och välj typ av funktion. Knappen "Verkställ" exporterar diagrammet till fönstret "Utdata". Markera rutan "Förhandsgranska" för att visualisera diagrammet dynamiskt.

note: i18n: ectx: (Loaded from Loaded from Plot Beta probabilities) <snippet> <setting> (refers to element labelled "Choose type of function plot") i18n: ectx: (Loaded from Plot Beta probabilities) <snippet> <setting> (refers to element labelled "Choose type of function plot") i18n: ectx: (Loaded from Loa
en: Density Function, or
sv: Täthetsfunktion, eller

note: i18n: ectx: (Loaded from Loaded from Plot Beta probabilities) <snippet> <setting> (refers to element labelled "Choose type of function plot") i18n: ectx: (Loaded from Plot Beta probabilities) <snippet> <setting> (refers to element labelled "Choose type of function plot") i18n: ectx: (Loaded from Loa
en: Distribution Function
sv: Fördelningsfunktion

note: i18n: ectx: (Loaded from Loaded from Plot Beta probabilities) <snippet> <setting> (refers to element labelled "Number of Observations") i18n: ectx: (Loaded from Plot Beta probabilities) <snippet> <setting> (refers to element labelled "Number of Observations") i18n: ectx: (Loaded from Loaded from Plo
en: Number of observations (points) for constructing the plot (n).
sv: Antal observationer (punkter) för att skapa diagrammet (n).

note: i18n: ectx: (Loaded from Loaded from Plot Beta probabilities) <snippet> <setting> (refers to element labelled "Lower quantile") i18n: ectx: (Loaded from Plot Beta probabilities) <snippet> <setting> (refers to element labelled "Lower quantile") i18n: ectx: (Loaded from Loaded from Plot binomial proba
en: Smallest value at which the function is to be plotted.
sv: Minsta värde som funktionen ska ritas upp för.

note: i18n: ectx: (Loaded from Loaded from Plot Beta probabilities) <snippet> <setting> (refers to element labelled "Upper quantile") i18n: ectx: (Loaded from Plot Beta probabilities) <snippet> <setting> (refers to element labelled "Upper quantile") i18n: ectx: (Loaded from Loaded from Plot binomial proba
en: Largest value at which the function is to be plotted. So, the function will be evaluated at 'n' equally spaced points between the lower quantile and the upper quantile (inclusive of end points).
sv: Största värdet som funktionen ska ritas för. Funktionen utvärderas alltså på 'n' jämnt fördelade punkter mellan den undre kvartilen och den övre kvantilen (inklusive slutpunkterna).

note: i18n: ectx: (Loaded from Loaded from Plot Beta probabilities) <snippet> <setting> (refers to element labelled "Upper quantile") i18n: ectx: (Loaded from Plot Beta probabilities) <snippet> <setting> (refers to element labelled "Upper quantile") i18n: ectx: (Loaded from Loaded from Plot binomial proba
en: Largest value at which the function is to be plotted. Since this is a discrete distribution the function will be evaluated at all the integers between the lower quantile and the upper quantile (inclusive of the end points).
sv: Största värdet som funktionen ska ritas för. Funktionen det är en diskret fördelning utvärderas funktionen för alla heltal mellan den undre kvantilen och den övre kvantilen (inklusive slutpunkterna).

note: i18n: ectx: (Loaded from Loaded from Plot Beta probabilities) <snippet> <spinbox label="..."> i18n: ectx: (Loaded from Plot Beta probabilities) <snippet> <spinbox label="..."> i18n: ectx: (Loaded from Loaded from Plot binomial probabilities) <snippet> <spinbox label="..."> i18n: ectx: (Loaded from P
en: Number of Observations
sv: Antal observationer

[ctx: Exponential distribution]
note: i18n: ectx: (Loaded from Plot Exponential probabilities)
en: Exponential
sv: Exponentiell

note: i18n: ectx: (Loaded from Plot Exponential probabilities) <summary>
en: Density and distribution function plots for the Exponential distribution.
sv: Diagram över täthets- och fördelningsfunktionen för exponentialfördelningen.

note: i18n: ectx: (Loaded from Plot Exponential probabilities) <settings> <setting> (refers to element labelled "Rate")
en: See R reference on Exponential distribution.
sv: Se R-referensmanualen om exponentialfördelning.

note: i18n: ectx: (Plot Exponential probabilities) <dialog label="...">
en: Plot Exponential probabilities
sv: Rita exponentialsannolikheter

note: i18n: ectx: (Loaded from Plot F probabilities) <summary>
en: Density and distribution function plots for the F distribution.
sv: Diagram över täthets- och fördelningsfunktionen för F-fördelningen.

note: i18n: ectx: (Loaded from Plot F probabilities) <settings> <setting> (refers to element labelled "Numerator degrees of freedom") i18n: ectx: (Loaded from Plot F probabilities) <settings> <setting> (refers to element labelled "Denominator degrees of freedom") i18n: ectx: (Loaded from Plot F probabilit
en: See R reference on F distribution.
sv: Se R-referensmanualen om F-fördelning.

note: i18n: ectx: (Plot F probabilities) <dialog label="...">
en: Plot F probabilities
sv: Rita F-sannolikheter

note: i18n: ectx: (Loaded from Plot Gamma probabilities) <summary>
en: Density and distribution function plots for the Gamma distribution.
sv: Diagram över täthets- och fördelningsfunktionen för gammafördelningen.

note: i18n: ectx: (Loaded from Plot Gamma probabilities) <settings> <setting> (refers to element labelled "Shape") i18n: ectx: (Loaded from Plot Gamma probabilities) <settings> <setting> (refers to element labelled "Rate (lambda) or 1/Scale")
en: See R reference on Gamma distribution.
sv: Se R-referensmanualen om gammafördelning.

note: i18n: ectx: (Plot Gamma probabilities) <dialog label="...">
en: Plot Gamma probabilities
sv: Rita gammasannolikheter

[ctx: Geometric distribution]
note: i18n: ectx: (Loaded from Plot geometric probabilities)
en: Geometric
sv: Geometrisk

note: i18n: ectx: (Loaded from Plot geometric probabilities) <summary>
en: Density and distribution function plots for the Geometric distribution.
sv: Diagram över täthets- och fördelningsfunktionen för den geometriska fördelningen.

note: i18n: ectx: (Loaded from Plot geometric probabilities) <settings> <setting> (refers to element labelled "Probability of success on each trial")
en: See R reference on Geometric distribution.
sv: Se R-referensmanualen om geometrisk fördelning.

note: i18n: ectx: (Plot geometric probabilities) <dialog label="...">
en: Plot geometric probabilities
sv: Rita geometriska sannolikheter

[ctx: Hypergeometric distribution]
note: i18n: ectx: (Loaded from Plot hypergeometric probabilities)
en: Hypergeometric
sv: Hypergeometrisk

note: i18n: ectx: (Loaded from Plot hypergeometric probabilities) <summary>
en: Density and distribution function plots for the Hypergeometric distribution.
sv: Diagram över täthets- och fördelningsfunktionen för den hypergeometriska fördelningen.

note: i18n: ectx: (Loaded from Plot hypergeometric probabilities) <settings> <setting> (refers to element labelled "Number of white balls (m)") i18n: ectx: (Loaded from Plot hypergeometric probabilities) <settings> <setting> (refers to element labelled "Number of black balls (n)") i18n: ectx: (Loaded from
en: See R reference on Hypergeometric distribution.
sv: Se R-referensmanualen om hypergeometrisk fördelning.

note: i18n: ectx: (Plot hypergeometric probabilities) <snippets> <snippet> <frame label="Range"> <spinbox label="...">
en: Upper quantile (at most k)
sv: Övre kvantil (som mest k)

note: i18n: ectx: (Plot hypergeometric probabilities) <dialog label="...">
en: Plot hypergeometric probabilities
sv: Rita hypergeometriska sannolikheter

[ctx: Logistic distribution]
note: i18n: ectx: (Loaded from Plot Logistic probabilities)
en: Logistic
sv: Logistisk

note: i18n: ectx: (Loaded from Plot Logistic probabilities) <summary>
en: Density and distribution function plots for the Logistic distribution.
sv: Diagram över täthets- och fördelningsfunktionen för den logistiska fördelningen.

note: i18n: ectx: (Loaded from Plot Logistic probabilities) <settings> <setting> (refers to element labelled "Location") i18n: ectx: (Loaded from Plot Logistic probabilities) <settings> <setting> (refers to element labelled "Scale")
en: See R reference on Logistic distribution.
sv: Se R-referensmanualen om logistisk fördelning.

note: i18n: ectx: (Plot Logistic probabilities) <dialog label="...">
en: Plot Logistic probabilities
sv: Rita logistiska sannolikheter

[ctx: Log-Normal distribution]
note: i18n: ectx: (Loaded from Plot Lognormal probabilities)
en: Log-Normal
sv: Lognormal

note: i18n: ectx: (Loaded from Plot Lognormal probabilities) <summary>
en: Density and distribution function plots for the Lognormal distribution.
sv: Diagram över täthets- och fördelningsfunktionen för lognormalfördelningen.

note: i18n: ectx: (Loaded from Plot Lognormal probabilities) <settings> <setting> (refers to element labelled "Mean") i18n: ectx: (Loaded from Plot Lognormal probabilities) <settings> <setting> (refers to element labelled "Standard deviation")
en: See R reference on Lognormal distribution.
sv: Se R-referensmanualen om lognormal fördelning.

note: i18n: ectx: (Plot Lognormal probabilities) <snippets> <snippet> <frame label="...">
en: Parameters (on log scale)
sv: Parametrar (med logaritmisk skala)

note: i18n: ectx: (Plot Lognormal probabilities) <dialog label="...">
en: Plot Lognormal probabilities
sv: Rita lognormalsannolikheter

[ctx: Negative Binomial distribution]
note: i18n: ectx: (Loaded from Plot negative binomial probabilities)
en: Negative Binomial
sv: Negativ binomial

note: i18n: ectx: (Loaded from Plot negative binomial probabilities) <summary>
en: Density and distribution function plots for the Negative Binomial distribution.
sv: Diagram över täthets- och fördelningsfunktionen för den negativa binomialfördelningen.

note: i18n: ectx: (Loaded from Plot negative binomial probabilities) <settings> <setting> (refers to element labelled "Target number of successful trials")
en: This is the <i>size</i> parameter when the 'probability' form of the parametrization is used. This is always a non-negative integer. See R reference on Negative Binomial distribution.
sv: Detta är parametern <i>size</i> (storlek) när formen 'sannolikhet' av parametriseringen används. Det är alltid noll eller ett positivt heltal. Se R-referensmanualen om negativ binomialfördelning.

note: i18n: ectx: (Loaded from Plot negative binomial probabilities) <settings> <setting> (refers to element labelled "Dispersion (Size)")
en: This is the <i>size</i> parameter when the 'mu' form of the parametrization is used. This is a non-negative real number. See R reference on Negative Binomial distribution.
sv: Detta är parametern <i>size</i> (storlek) när formen 'mu' av parametriseringen används. Det är noll eller ett positivt heltal. Se R-referensmanualen om negativ binomialfördelning.

note: i18n: ectx: (Loaded from Plot negative binomial probabilities) <settings> <setting> (refers to element labelled "Probability of success on each trial") i18n: ectx: (Loaded from Plot negative binomial probabilities) <settings> <setting> (refers to element labelled "Mean (alternate parameter, mu)")
en: See R reference on Negative Binomial distribution.
sv: Se R-referensmanualen om negativ binomialfördelning.

note: i18n: ectx: (Loaded from Plot negative binomial probabilities) <settings> <setting> (refers to element labelled "Type of Parametrization")
en: The type of the parametrization to be used. See R reference on Negative Binomial distribution.
sv: Typ av parametrisering att använda. Se R-referensmanualen om negativ binomialfördelning.

note: i18n: ectx: (Plot negative binomial probabilities) <snippets> <snippet> <frame label="Parameters"> <spinbox label="...">
en: Dispersion (Size)
sv: Spridning (storlek)

note: i18n: ectx: (Plot negative binomial probabilities) <snippets> <snippet> <frame label="Parameters"> <spinbox label="...">
en: Mean (alternate parameter, mu)
sv: Medelvärde (alternativ parameter, mu)

note: i18n: ectx: (Plot negative binomial probabilities) <dialog label="...">
en: Plot negative binomial probabilities
sv: Rita negativa binomialsannolikheter

note: i18n: ectx: (Loaded from Plot Normal probabilities) <summary>
en: Density and distribution function plots for the Normal distribution.
sv: Diagram över täthets- och fördelningsfunktionen för normalfördelningen.

note: i18n: ectx: (Loaded from Plot Normal probabilities) <settings> <setting> (refers to element labelled "Mean") i18n: ectx: (Loaded from Plot Normal probabilities) <settings> <setting> (refers to element labelled "Standard deviation")
en: See R reference on Normal distribution.
sv: Se R-referensmanualen om normalfördelning.

note: i18n: ectx: (Plot Normal probabilities) <dialog label="...">
en: Plot Normal probabilities
sv: Rita normalsannolikheter

note: i18n: ectx: (Loaded from Plot Poisson probabilities) <summary>
en: Density and distribution function plots for the Poisson distribution.
sv: Diagram över täthets- och fördelningsfunktionen för Poissonfördelningen.

note: i18n: ectx: (Loaded from Plot Poisson probabilities) <settings> <setting> (refers to element labelled "Mean")
en: See R reference on Poisson distribution.
sv: Se R-referensmanualen om Poissonfördelning.

note: i18n: ectx: (Plot Poisson probabilities) <dialog label="...">
en: Plot Poisson probabilities
sv: Rita Poissonsannolikheter

note: i18n: ectx: (Loaded from Plot Student T probabilities) <summary>
en: Density and distribution function plots for the t distribution.
sv: Diagram över täthets- och fördelningsfunktionen för t-fördelningen.

note: i18n: ectx: (Loaded from Plot Student T probabilities) <settings> <setting> (refers to element labelled "Degrees of freedom") i18n: ectx: (Loaded from Plot Student T probabilities) <settings> <setting> (refers to element labelled "Non-centrality parameter")
en: See R reference on t distribution.
sv: Se R-referensmanualen om t-fördelning.

note: i18n: ectx: (Plot Student T probabilities) <dialog label="...">
en: Plot Student T probabilities
sv: Rita Student t-sannolikheter

[ctx: Tukey distribution]
note: i18n: ectx: (Loaded from Plot Studentized Range (Tukey) probabilities)
en: Studentized Range (Tukey)
sv: Studentiserat intervall (Tukey)

note: i18n: ectx: (Loaded from Plot Studentized Range (Tukey) probabilities) <summary>
en: Distribution function plot for the Studentized Range (Tukey) distribution.
sv: Diagram över fördelningsfunktionen för studentiserad intervallfördelning (Tukeyfördelning)

note: i18n: ectx: (Loaded from Plot Studentized Range (Tukey) probabilities) <settings> <setting> (refers to element labelled "Choose type of function plot") i18n: ectx: (Plot Studentized Range (Tukey) probabilities) <dialog label="Plot Studentized Range (Tukey) probabilities"> <text>
en: Only the distribution function can be plotted for the Tukey distribution.
sv: För Tukeyfördelningen kan bara fördelningsfunktionen ritas upp.

note: i18n: ectx: (Loaded from Studentized Range (Tukey) distribution calculator) <settings> <setting> (refers to element labelled "Number of observations") i18n: ectx: (Loaded from Plot Studentized Range (Tukey) probabilities) <settings> <setting> (refers to element labelled "Number of observations")
en: Number of independent observations whose range to consider.
sv: Antal oberoende observationer vars intervall ska tas hänsyn till.

note: i18n: ectx: (Loaded from Studentized Range (Tukey) distribution calculator) <settings> <setting> (refers to element labelled "Degrees of freedom for standard deviation estimate") i18n: ectx: (Loaded from Plot Studentized Range (Tukey) probabilities) <settings> <setting> (refers to element labelled "
en: Degrees of freedom for the (independent sample) estimate of standard deviation.
sv: Frihetsgrader för standardavvikelsens uppskattning (oberoende stickprov).

note: i18n: ectx: (Studentized Range (Tukey) distribution calculator) <snippets> <snippet> <spinbox label="..."> i18n: ectx: (Plot Studentized Range (Tukey) probabilities) <snippets> <snippet> <frame label="Parameters"> <spinbox label="...">
en: Number of observations
sv: Antal observationer

note: i18n: ectx: (Studentized Range (Tukey) distribution calculator) <snippets> <snippet> <spinbox label="..."> i18n: ectx: (Plot Studentized Range (Tukey) probabilities) <snippets> <snippet> <frame label="Parameters"> <spinbox label="...">
en: Degrees of freedom for standard deviation estimate
sv: Frihetsgrader för standardavvikelsens uppskattning

note: i18n: ectx: (Plot Studentized Range (Tukey) probabilities) <dialog label="...">
en: Plot Studentized Range (Tukey) probabilities
sv: Rita sannolikheter för studentiserad intervallfördelning (Tukeyfördelning)

[ctx: Uniform distribution]
note: i18n: ectx: (Loaded from Plot Uniform probabilities)
en: Uniform
sv: Likformig

note: i18n: ectx: (Loaded from Plot Uniform probabilities) <summary>
en: Density and distribution function plots for the Uniform distribution.
sv: Diagram över täthets- och fördelningsfunktionen för den likformiga fördelningen.

note: i18n: ectx: (Loaded from Plot Uniform probabilities) <settings> <setting> (refers to element labelled "Minimum") i18n: ectx: (Loaded from Plot Uniform probabilities) <settings> <setting> (refers to element labelled "Maximum")
en: See R reference on Uniform distribution.
sv: Se R-referensmanualen om likformig fördelning.

note: i18n: ectx: (Plot Uniform probabilities) <dialog label="...">
en: Plot Uniform probabilities
sv: Rita likformiga sannolikheter

note: i18n: ectx: (Loaded from Plot Weibull probabilities) <summary>
en: Density and distribution function plots for the Weibull distribution.
sv: Diagram över täthets- och fördelningsfunktionen för Weibullfördelningen.

note: i18n: ectx: (Loaded from Plot Weibull probabilities) <settings> <setting> (refers to element labelled "Shape") i18n: ectx: (Loaded from Plot Weibull probabilities) <settings> <setting> (refers to element labelled "Scale")
en: See R reference on Weibull distribution.
sv: Se R-referensmanualen om Weibullfördelning.

note: i18n: ectx: (Plot Weibull probabilities) <dialog label="...">
en: Plot Weibull probabilities
sv: Rita Weibullsannolikheter

[ctx: Wilcoxon Rank Sum distribution]
note: i18n: ectx: (Loaded from Plot Wilcoxon Rank Sum statistic probabilities)
en: Wilcoxon Rank Sum
sv: Wilcoxon rangsumma

note: i18n: ectx: (Loaded from Plot Wilcoxon Rank Sum statistic probabilities) <summary>
en: Density and distribution function plots for the Wilcoxon distribution.
sv: Diagram över täthets- och fördelningsfunktionen för Wilcoxonfördelningen.

note: i18n: ectx: (Loaded from Plot Wilcoxon Rank Sum statistic probabilities) <settings> <setting> (refers to element labelled "Number of Observations in first sample (m)") i18n: ectx: (Loaded from Plot Wilcoxon Rank Sum statistic probabilities) <settings> <setting> (refers to element labelled "Number of
en: See R reference on Wilcoxon distribution.
sv: Se R-referensmanualen om Wilcoxonfördelning.

note: i18n: ectx: (Plot Wilcoxon Rank Sum statistic probabilities) <snippets> <snippet> <frame label="Range"> <spinbox label="...">
en: Upper quantile (at most m*n)
sv: Övre kvantil (som mest m * n)

note: i18n: ectx: (Plot Wilcoxon Rank Sum statistic probabilities) <dialog label="...">
en: Plot Wilcoxon Rank Sum statistic probabilities
sv: Wilcoxon rangsumma statistiska sannolikheter

note: i18n: ectx: (Loaded from Poisson distribution calculator)
en: Poisson distribution
sv: Poisson-fördelning

note: i18n: ectx: (Loaded from Poisson distribution calculator) <summary>
en: Provides a calculator for probabilities, quantiles, and densities in the Poisson distribution.
sv: Tillhandahåller en räknare för sannolikheter, kvantiler och tätheter för Poissonfördelningen.

note: i18n: ectx: (Loaded from Poisson distribution calculator) <summary> i18n: ectx: (Poisson distribution calculator)
en: Quantiles represent the number of events observed in a specified region (e.g. a fixed number of trials, or a fixed period of time), where λ (lambda) is the expected (mean) number of such events.
sv: Kvantiler representerar antal observerade händelser i ett specifikt område (t.ex. ett bestämt antal försök, eller en bestämd tidsperiod), där λ (lambda) är det förväntade antalet av sådana händelser (medelvärdet).

note: i18n: ectx: (Loaded from Poisson distribution calculator) <settings> <setting> (refers to element labelled "λ (Lambda)")
en: The expected (mean) number of events in the region of interest.
sv: Det förväntade antalet händelser (medelvärdet) i intresseområdet.

note: i18n: ectx: (Poisson distribution calculator) <snippets> <snippet> <spinbox label="...">
en: λ (Lambda)
sv: λ (lambda)

note: i18n: ectx: (Loaded from t distribution calculator)
en: t distribution
sv: t-fördelning

note: i18n: ectx: (Loaded from t distribution calculator) <summary>
en: Provides a calculator for probabilities, quantiles, and densities in the <i>t</i> distribution.
sv: Tillhandahåller en räknare för sannolikheter, kvantiler och tätheter för <i>t</i>-fördelningen.

note: i18n: ectx: (Loaded from t distribution calculator) <settings> <setting> (refers to element labelled "Degrees of Freedom")
en: Degrees of freedom.
sv: Frihetsgrader.

note: i18n: ectx: (Loaded from t distribution calculator) <settings> <setting> (refers to element labelled "non-centrality parameter")
en: Non-centrality parameter.
sv: Icke-centraliseringsparameter.

note: i18n: ectx: (Shapiro-Wilk Normality Test) <dialog label="Shapiro-Wilk Normality Test"> <tab label="..."> i18n: ectx: (Anderson-Darling Normality Test) <dialog label="Anderson-Darling Normality Test"> <tab label="..."> i18n: ectx: (Cramer-von Mises Normality Test) <dialog label="Cramer-von Mises Norm
en: Select Variables
sv: Välj variabler

note: i18n: ectx: (Shapiro-Wilk Normality Test) <dialog label="Shapiro-Wilk Normality Test"> <tab label="Select Variables"> <varslot label="..."> i18n: ectx: (Anderson-Darling Normality Test) <dialog label="Anderson-Darling Normality Test"> <tab label="Select Variables"> <varslot label="..."> i18n: ectx: 
en: variable(s):
sv: variabel eller variabler:

note: i18n: ectx: (Anderson-Darling Normality Test) <dialog label="Anderson-Darling Normality Test"> <tab label="Select Variables"> <text> i18n: ectx: (Cramer-von Mises Normality Test) <dialog label="Cramer-von Mises Normality Test"> <tab label="Select Variables"> <text> i18n: ectx: (Pearson chi-square No
en: Note: Objects must have at least 8 values
sv: Observera: Objekt måste ha minst 8 värden

note: i18n: ectx: (Shapiro-Wilk Normality Test) <dialog label="Shapiro-Wilk Normality Test"> <tab label="..."> i18n: ectx: (Anderson-Darling Normality Test) <dialog label="Anderson-Darling Normality Test"> <tab label="..."> i18n: ectx: (Cramer-von Mises Normality Test) <dialog label="Cramer-von Mises Norm
en: Options
sv: Alternativ

note: i18n: ectx: (Shapiro-Wilk Normality Test) <dialog label="Shapiro-Wilk Normality Test"> <tab label="Options"> <checkbox label="..."> i18n: ectx: (Anderson-Darling Normality Test) <dialog label="Anderson-Darling Normality Test"> <tab label="Options"> <checkbox label="..."> i18n: ectx: (Cramer-von Mise
en: Show Length and NAs
sv: Visa längd och saknade värden

note: i18n: ectx: (Loaded from Jarque-Bera Normality Test) <summary>
en: This plugin calculates a Jarque-Bera chi-squared statistic for a variable x and tests against the null hypothesis of normality.
sv: Insticksmodulen beräknar Jarque-Bera chi-två-statistik för variabeln x och testar den mot nollhypotesen normalfördelning.

note: i18n: ectx: (Loaded from Jarque-Bera Normality Test) <usage>
en: Select one or more numeric variables to test against normality. An individual test is run for each one of them. The output consists of the JB chi-squared statistic with 2 degrees of freedom and its correspondent p-value.  The statistic's distribution is asymptotic, so this test performs better when working with big samples.
sv: Välj en eller flera numeriska variabler för att testa mot normalfördelning. En enskild test utförs för var och en av dem. Utdata består av JB chi-två statistik med två frihetsgrader, och dess motsvarande p-värde. Statistikens fördelning är asymptotisk, så testen ger bättre resultat vid arbete med stora stickprov.

note: i18n: ectx: (Loaded from Jarque-Bera Normality Test) <usage>
en: Make sure the data does not contain NAs or, if so, that the 'Exclude NAs' option is checked, as neglecting this will usually prevent the test from succeeding.
sv: Försäkra dig om att data inte innehåller saknade värden, eller om så är fallet, att alternativet 'Undanta saknade värden' är markerat, eftersom att bortse från det oftast förhindrar testen från att lyckas.

note: i18n: ectx: (Loaded from Jarque-Bera Normality Test) <settings> <setting> (refers to element labelled "variable(s):")
en: Select the data to be computed (one or more variables). The vectors need to be numeric and can be of different length.
sv: Välj data att beräkna (en eller flera variabler). Vektorerna måste vara numeriska och kan ha olika längd.

note: i18n: ectx: (Loaded from Jarque-Bera Normality Test) <settings> <setting> (refers to element labelled "Show Length and NAs")
en: Select if you want to include the number of observations and NAs in the output. (Default: YES)
sv: Markera om antal observationer och antal saknade värden ska ingå i utdata (förval: YES).

note: i18n: ectx: (Loaded from Jarque-Bera Normality Test) <settings> <setting> (refers to element labelled "Exclude NAs")
en: Select if your data has missing values. The NAs are then omitted when performing the test. (Default: YES)
sv: Markera om data har saknade värden. De saknade värdena undantas då när testen utförs (förval: YES).

note: i18n: ectx: (Jarque-Bera Normality Test) <dialog label="Jarque-Bera Normality Test"> <tab label="Options"> <checkbox label="...">
en: Exclude NAs
sv: Undanta saknade värden

note: i18n: ectx: (Loaded from Lilliefors (Kolmogorov-Smirnov) Normality Test)
en: Lilliefors (Kolmogorov-Smirnov) Normality test
sv: Lilliefors (Kolmogorov-Smirnov) normalfördelningstest

note: i18n: ectx: (Lilliefors (Kolmogorov-Smirnov) Normality Test) <dialog label="Lilliefors (Kolmogorov-Smirnov) Normality Test"> <tab label="Select Variables"> <text>
en: Note: Objects must have at least 5 values
sv: Observera: Objekt måste ha minst 5 värden

note: i18n: ectx: (Loaded from Pearson chi-square Normality Test)
en: number of classes
sv: antal klasser

note: i18n: ectx: (Loaded from Pearson chi-square Normality Test)
en: degrees of freedom
sv: frihetsgrader

note: i18n: ectx: (Pearson chi-square Normality Test) <dialog label="Pearson chi-square Normality Test"> <tab label="Options"> <radio label="...">
en: p-value from chi^2-distribution from
sv: p-värde från chi-två-fördelningen från

note: i18n: ectx: (Pearson chi-square Normality Test) <dialog label="Pearson chi-square Normality Test"> <tab label="Options"> <radio label="p-value from chi^2-distribution from"> <option label="...">
en: n.classes-3 degrees of freedom
sv: n.klasser-tre frihetsgrader

note: i18n: ectx: (Pearson chi-square Normality Test) <dialog label="Pearson chi-square Normality Test"> <tab label="Options"> <radio label="p-value from chi^2-distribution from"> <option label="...">
en: n.classes-1 degrees of freedom
sv: n.klasser-en frihetsgrad

note: i18n: ectx: (Shapiro-Wilk Normality Test) <dialog label="Shapiro-Wilk Normality Test"> <tab label="Select Variables"> <text>
en: Note: Objects must have between 5 and 5000 values
sv: Observera: Objekt måste ha mellan 5 och 5000 värden

note: i18n: ectx: (Shapiro-Wilk Normality Test) <dialog label="Shapiro-Wilk Normality Test"> <tab label="Select Variables"> <text>
en: Note: Objects must have between 3 and 5000 values
sv: Observera: Objekt måste ha mellan 3 och 5000 värden

note: i18n: ectx: (Loaded from Studentized Range (Tukey) distribution calculator)
en: Studentized Range (Tukey) distribution
sv: Studentiserad intervallfördelning (Tukeyfördelning)

note: i18n: ectx: (Loaded from Studentized Range (Tukey) distribution calculator) <summary>
en: Provides a calculator for probabilities, quantiles in the Standardized Range (Tukey) distribution. Calculating densities is not supported by this plugin.
sv: Tillhandahåller en räknare för sannolikheter och kvantiler för den studentiserad intervallfördelning (Tukeyfördelning). Att beräkna tätheter stöds inte av insticksmodulen.

note: i18n: ectx: (Loaded from Studentized Range (Tukey) distribution calculator) <summary>
en: Quantiles are the ratio between the observed range in the given number of observations, and the standard deviation estimate (based on given number of degrees of freedom) of an independent sample.
sv: Kvantiler är förhållandet mellan det observerade intervallet i det givna antalet observationer och standardavvikelsens uppskattning (baserat på givet antal frihetsgrader) för ett oberoende stickprov.

note: i18n: ectx: (Loaded from Uniform distribution calculator)
en: Uniform distribution
sv: Likformig fördelning

note: i18n: ectx: (Loaded from Uniform distribution calculator) <summary>
en: Provides a calculator for probabilities, quantiles, and densities in the Uniform distribution.
sv: Tillhandahåller en räknare för sannolikheter, kvantiler och tätheter för den likformiga fördelningen.

note: i18n: ectx: (Loaded from Uniform distribution calculator) <settings> <setting> (refers to element labelled "Lower limit of the distribution")
en: Lower limit.
sv: Undre gräns.

note: i18n: ectx: (Loaded from Uniform distribution calculator) <settings> <setting> (refers to element labelled "Upper limit of the distribution")
en: Upper limit.
sv: Övre gräns.

note: i18n: ectx: (Uniform distribution calculator) <snippets> <snippet> <spinbox label="...">
en: Lower limit of the distribution
sv: Fördelningens undre gräns

note: i18n: ectx: (Uniform distribution calculator) <snippets> <snippet> <spinbox label="...">
en: Upper limit of the distribution
sv: Fördelningens övre gräns

note: i18n: ectx: (Loaded from Weibull distribution calculator)
en: Weibull distribution
sv: Weibull-fördelning

note: i18n: ectx: (Loaded from Weibull distribution calculator) <summary>
en: Provides a calculator for probabilities, quantiles, and densities in the Weibull distribution.
sv: Tillhandahåller en räknare för sannolikheter, kvantiler och tätheter för Weibullfördelningen.

note: i18n: ectx: (Loaded from Weibull distribution calculator) <settings> <setting> (refers to element labelled "Shape")
en: Shape parameter (k).
sv: Formparameter (k).

note: i18n: ectx: (Loaded from Weibull distribution calculator) <settings> <setting> (refers to element labelled "Scale")
en: Scale parameter (λ).
sv: Skalningsparameter (λ).

note: i18n: ectx: (Loaded from Wilcoxon Rank Sum distribution calculator)
en: Wilcoxon Rank Sum distribution
sv: Wilcoxon rangsummedistribution

note: i18n: ectx: (Loaded from Wilcoxon Rank Sum distribution calculator) <summary>
en: Provides a calculator for probabilities, quantiles, and densities in the Wilcoxon distribution.
sv: Tillhandahåller en räknare för sannolikheter, kvantiler och tätheter för Wilcoxonfördelningen.

note: i18n: ectx: (Loaded from Wilcoxon Rank Sum distribution calculator) <summary> i18n: ectx: (Wilcoxon Rank Sum distribution calculator)
en: Quantiles correspond to the value of the Wilcoxon Rank Sum statistic, i.e. the number of pairs from sample x and y, for which y[j] is not greater than x[i].
sv: Kvantiler motsvarar värdet av Wilcoxon rangsummestatistik, dvs. antalet par från stickproven x och y, där y[j] inte är större än x[i].

note: i18n: ectx: (Loaded from Wilcoxon Rank Sum distribution calculator) <settings> <setting> (refers to element labelled "m (Numbers of observations in the first sample)") i18n: ectx: (Wilcoxon Rank Sum distribution calculator) <snippets> <snippet> <spinbox label="...">
en: m (Numbers of observations in the first sample)
sv: m (antal observationer i det första stickprovet)

note: i18n: ectx: (Loaded from Wilcoxon Rank Sum distribution calculator) <settings> <setting> (refers to element labelled "n (Numbers of observations in the second sample)") i18n: ectx: (Wilcoxon Rank Sum distribution calculator) <snippets> <snippet> <spinbox label="...">
en: n (Numbers of observations in the second sample)
sv: n (antal observationer i det andra stickprovet)

[ctx: Author name]
note: i18n: ectx: <snippets> <snippet> <author name="...">
en: RKWard Team
sv: RKWard-gruppen
