Summary

Description Beta Distribution for conjugate alpha beta.svg	English: Beta distribution for {α,β} = {4,4}, {α,β} = {3-Sqrt(2), 3+Sqrt(2)}, and {α,β} = {3+Sqrt(2), 3-Sqrt(2)} This file supersedes the file Beta Distribution for alpha=beta=4 and (alpha=3--+Sqrt(2), beta=6-alpha) J. Rodal.jpg . It is recommended to use this file rather than the other one. Bahasa Indonesia ∙ davvisámegiella ∙ Deutsch ∙ English ∙ español ∙ français ∙ italiano ∙ magyar ∙ Nederlands ∙ polski ∙ svenska ∙ македонски ∙ മലയാളം ∙ português do Brasil ∙ русский ∙ slovenščina ∙ 日本語 ∙ 中文（简体） ∙ 中文（繁體） ∙ farsi ∙ +/−
Date	5 January 2023
Source	Own work
Author	Rayhem
SVG development InfoField	The SVG code is valid . This diagram was created with Mathematica .

Source

values = {{4, 4}, {3 - Sqrt[2], 3 + Sqrt[2]}, {3 + Sqrt[2], 3 - Sqrt[2]}};
dists = PDF[BetaDistribution[#1, #2], x] & @@@ values;
figure = Plot[dists, {x, 0, 1}, Frame -> True, Axes -> False, 
  Exclusions -> None, PlotStyle -> Thick, FrameStyle -> {Black}, 
  GridLines -> Automatic, 
  GridLinesStyle -> Directive[LightGray, Dashed], ImageSize -> Large, 
  PlotRange -> {-0.11, 3}, 
  PlotLegends -> 
   Placed[LineLegend[{values}, LegendLayout -> {"Row", 1}, 
     LegendFunction -> (Framed[#1, RoundingRadius -> 5] &), 
     LegendLabel -> "{\[Alpha],\[Beta]}"], {0.5, 0.9}]]

Licensing

I, the copyright holder of this work, hereby publish it under the following license:

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• attribution – You must give appropriate credit, provide a link to the license, and indicate if changes were made. You may do so in any reasonable manner, but not in any way that suggests the licensor endorses you or your use.
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