Boost logo

Boost-Commit :

Subject: [Boost-commit] svn:boost r65672 - trunk/libs/math/doc/sf_and_dist/graphs
From: pbristow_at_[hidden]
Date: 2010-09-29 09:44:03


Author: pbristow
Date: 2010-09-29 09:44:01 EDT (Wed, 29 Sep 2010)
New Revision: 65672
URL: http://svn.boost.org/trac/boost/changeset/65672

Log:
New graphs for inverse gamma and chi square new distributions
Added:
   trunk/libs/math/doc/sf_and_dist/graphs/inverse_chi_squared_pdf.svg (contents, props changed)

Added: trunk/libs/math/doc/sf_and_dist/graphs/inverse_chi_squared_pdf.svg
==============================================================================
--- (empty file)
+++ trunk/libs/math/doc/sf_and_dist/graphs/inverse_chi_squared_pdf.svg 2010-09-29 09:44:01 EDT (Wed, 29 Sep 2010)
@@ -0,0 +1,72 @@
+<?xml version="1.0" encoding="UTF-8" standalone="no"?>
+<svg width="750" height ="400" version="1.1"
+xmlns:svg ="http://www.w3.org/2000/svg"
+xmlns:rdf="http://www.w3.org/1999/02/22-rdf-syntax-ns#"
+xmlns:cc="http://web.resource.org/cc/"
+xmlns:dc="http://purl.org/dc/elements/1.1/"
+xmlns ="http://www.w3.org/2000/svg"
+>
+<!-- SVG plot written using Boost.Plot program (Creator Jacob Voytko) -->
+<!-- Use, modification and distribution of Boost.Plot subject to the -->
+<!-- Boost Software License, Version 1.0.-->
+<!-- (See accompanying file LICENSE_1_0.txt -->
+<!-- or copy at http://www.boost.org/LICENSE_1_0.txt) -->
+
+<clipPath id="plot_window"><rect x="68.4" y="59" width="451.2" height="281"/></clipPath>
+<g id="imageBackground" stroke="rgb(119,136,153)" fill="rgb(255,255,255)" stroke-width="2"><rect x="0" y="0" width="750" height="400"/></g>
+<g id="plotBackground" stroke="rgb(119,136,153)" fill="rgb(255,255,255)" stroke-width="2"><rect x="67.4" y="58" width="453.2" height="283"/></g>
+<g id="yMinorGrid" stroke="rgb(200,220,255)" stroke-width="0.5"></g>
+<g id="yMajorGrid" stroke="rgb(200,220,255)" stroke-width="1"></g>
+<g id="xMinorGrid" stroke="rgb(200,220,255)" stroke-width="0.5"></g>
+<g id="xMajorGrid" stroke="rgb(200,220,255)" stroke-width="1"></g>
+<g id="yAxis" stroke="rgb(0,0,0)" stroke-width="1"><line x1="67.4" y1="58" x2="67.4" y2="346"/><line x1="67.4" y1="58" x2="67.4" y2="341"/></g>
+<g id="xAxis" stroke="rgb(0,0,0)" stroke-width="1"><line x1="62.4" y1="341" x2="520.6" y2="341"/><line x1="62.4" y1="341" x2="520.6" y2="341"/></g>
+<g id="yMinorTicks" stroke="rgb(0,0,0)" stroke-width="1"><path d="M65.4,326.9 L67.4,326.9 M65.4,312.8 L67.4,312.8 M65.4,298.6 L67.4,298.6 M65.4,284.5 L67.4,284.5 M65.4,256.3 L67.4,256.3 M65.4,242.2 L67.4,242.2 M65.4,228 L67.4,228 M65.4,213.9 L67.4,213.9 M65.4,185.7 L67.4,185.7 M65.4,171.6 L67.4,171.6 M65.4,157.4 L67.4,157.4 M65.4,143.3 L67.4,143.3 M65.4,115.1 L67.4,115.1 M65.4,101 L67.4,101 M65.4,86.85 L67.4,86.85 M65.4,72.73 L67.4,72.73 M65.4,341 L67.4,341 " fill="none"/></g>
+<g id="xMinorTicks" stroke="rgb(0,0,0)" stroke-width="1"><path d="M81.71,341 L81.71,343 M96.02,341 L96.02,343 M110.3,341 L110.3,343 M124.6,341 L124.6,343 M153.3,341 L153.3,343 M167.6,341 L167.6,343 M181.9,341 L181.9,343 M196.2,341 L196.2,343 M224.8,341 L224.8,343 M239.1,341 L239.1,343 M253.4,341 L253.4,343 M267.7,341 L267.7,343 M296.3,341 L296.3,343 M310.7,341 L310.7,343 M325,341 L325,343 M339.3,341 L339.3,343 M367.9,341 L367.9,343 M382.2,341 L382.2,343 M396.5,341 L396.5,343 M410.8,341 L410.8,343 M439.4,341 L439.4,343 M453.7,341 L453.7,343 M468.1,341 L468.1,343 M482.4,341 L482.4,343 M511,341 L511,343 " fill="none"/></g>
+<g id="yMajorTicks" stroke="rgb(0,0,0)" stroke-width="2"><path d="M62.4,341 L67.4,341 M62.4,270.4 L67.4,270.4 M62.4,199.8 L67.4,199.8 M62.4,129.2 L67.4,129.2 M62.4,58.61 L67.4,58.61 M62.4,341 L67.4,341 " fill="none"/></g>
+<g id="xMajorTicks" stroke="rgb(0,0,0)" stroke-width="2"><path d="M67.4,341 L67.4,346 M138.9,341 L138.9,346 M210.5,341 L210.5,346 M282,341 L282,346 M353.6,341 L353.6,346 M425.1,341 L425.1,346 M496.7,341 L496.7,346 M67.4,341 L67.4,346 " fill="none"/></g>
+<g id="xTicksValues">
+<text x="67.4" y="361.6" text-anchor="middle" font-size="12" font-family="Verdana">0</text>
+<text x="138.9" y="361.6" text-anchor="middle" font-size="12" font-family="Verdana">1</text>
+<text x="210.5" y="361.6" text-anchor="middle" font-size="12" font-family="Verdana">2</text>
+<text x="282" y="361.6" text-anchor="middle" font-size="12" font-family="Verdana">3</text>
+<text x="353.6" y="361.6" text-anchor="middle" font-size="12" font-family="Verdana">4</text>
+<text x="425.1" y="361.6" text-anchor="middle" font-size="12" font-family="Verdana">5</text>
+<text x="496.7" y="361.6" text-anchor="middle" font-size="12" font-family="Verdana">6</text>
+<text x="67.4" y="361.6" text-anchor="middle" font-size="12" font-family="Verdana">0</text></g>
+<g id="yTicksValues">
+<text x="56.4" y="343.4" text-anchor="end" font-size="12" font-family="Verdana">0</text>
+<text x="56.4" y="272.8" text-anchor="end" font-size="12" font-family="Verdana">1</text>
+<text x="56.4" y="202.2" text-anchor="end" font-size="12" font-family="Verdana">2</text>
+<text x="56.4" y="131.6" text-anchor="end" font-size="12" font-family="Verdana">3</text>
+<text x="56.4" y="61.01" text-anchor="end" font-size="12" font-family="Verdana">4</text>
+<text x="56.4" y="343.4" text-anchor="end" font-size="12" font-family="Verdana">0</text></g>
+<g id="yLabel">
+<text x="42.9" y="199.5" text-anchor="middle" transform = "rotate(-90 42.9 199.5 )" font-size="14" font-family="Verdana">Probability</text></g>
+<g id="xLabel">
+<text x="294" y="376.7" text-anchor="middle" font-size="14" font-family="Verdana">Random Variable</text></g>
+<g id="plotLines" stroke-width="2"><g clip-path="url(#plot_window)" stroke="rgb(0,0,139)" stroke-width="1"><path d="M67.4,341 L69.67,341 L71.93,340.3 L74.2,336 L76.46,328.9 L78.73,322 L80.99,316.5 L83.26,312.7 L85.53,310.3 L87.79,309 L90.06,308.4 L92.32,308.4 L94.59,308.7 L96.86,309.3 L99.12,310.1 L101.4,311 L103.7,311.9 L105.9,312.8 L108.2,313.8 L110.5,314.7 L112.7,315.6 L115,316.5 L117.2,317.4 L119.5,318.2 L121.8,319 L124,319.7 L126.3,320.5 L128.6,321.2 L130.8,321.8 L133.1,322.4 L135.4,323 L137.6,323.6 L139.9,324.1 L142.2,324.7 L144.4,325.2 L146.7,325.6 L149,326.1 L151.2,326.5 L153.5,326.9 L155.8,327.3 L158,327.7 L160.3,328 L162.6,328.4 L164.8,328.7 L167.1,329 L169.4,329.3 L171.6,329.6 L173.9,329.9 L176.2,330.2 L178.4,330.4 L180.7,330.7 L183,330.9 L185.2,331.2 L187.5,331.4 L189.8,331.6 L192,331.8 L194.3,332 L196.6,332.2 L198.8,332.4 L201.1,332.6 L203.3,332.7 L205.6,332.9 L207.9,333.1 L210.1,333.2 L212.4,333.4 L214.7,333.5 L216.9,333.7 L219.2,333.8 L221.5,333.9 L223.7,334.1 L226,334.2 L228.3,334.3 L230.5,3
34.4 L232.8,334.5 L235.1,334.7 L237.3,334.8 L239.6,334.9 L241.9,335 L244.1,335.1 L246.4,335.2 L248.7,335.3 L250.9,335.4 L253.2,335.4 L255.5,335.5 L257.7,335.6 L260,335.7 L262.3,335.8 L264.5,335.9 L266.8,335.9 L269.1,336 L271.3,336.1 L273.6,336.2 L275.9,336.2 L278.1,336.3 L280.4,336.4 L282.7,336.4 L284.9,336.5 L287.2,336.6 L289.4,336.6 L291.7,336.7 L294,336.7 L296.2,336.8 L298.5,336.8 L300.8,336.9 L303,337 L305.3,337 L307.6,337.1 L309.8,337.1 L312.1,337.2 L314.4,337.2 L316.6,337.2 L318.9,337.3 L321.2,337.3 L323.4,337.4 L325.7,337.4 L328,337.5 L330.2,337.5 L332.5,337.5 L334.8,337.6 L337,337.6 L339.3,337.7 L341.6,337.7 L343.8,337.7 L346.1,337.8 L348.4,337.8 L350.6,337.8 L352.9,337.9 L355.2,337.9 L357.4,337.9 L359.7,338 L362,338 L364.2,338 L366.5,338.1 L368.8,338.1 L371,338.1 L373.3,338.2 L375.5,338.2 L377.8,338.2 L380.1,338.3 L382.3,338.3 L384.6,338.3 L386.9,338.3 L389.1,338.4 L391.4,338.4 L393.7,338.4 L395.9,338.4 L398.2,338.5 L400.5,338.5 L402.7,338.5 L405,338.5 L407.3,338.6 L409.5,338.6 L411.8,338.6 L414.1,3
38.6 L416.3,338.6 L418.6,338.7 L420.9,338.7 L423.1,338.7 L425.4,338.7 L427.7,338.7 L429.9,338.8 L432.2,338.8 L434.5,338.8 L436.7,338.8 L439,338.8 L441.3,338.9 L443.5,338.9 L445.8,338.9 L448.1,338.9 L450.3,338.9 L452.6,338.9 L454.9,339 L457.1,339 L459.4,339 L461.6,339 L463.9,339 L466.2,339 L468.4,339.1 L470.7,339.1 L473,339.1 L475.2,339.1 L477.5,339.1 L479.8,339.1 L482,339.1 L484.3,339.2 L486.6,339.2 L488.8,339.2 L491.1,339.2 L493.4,339.2 L495.6,339.2 L497.9,339.2 L500.2,339.3 L502.4,339.3 L504.7,339.3 L507,339.3 L509.2,339.3 L511.5,339.3 L513.8,339.3 L516,339.3 L518.3,339.4 L520.6,339.4 " fill="none"/></g>
+<g clip-path="url(#plot_window)" stroke="rgb(139,0,0)" stroke-width="1"><path d="M67.4,341 L69.67,341 L71.93,330.6 L74.2,288.6 L76.46,245.8 L78.73,221 L80.99,212.2 L83.26,213.4 L85.53,219.9 L87.79,228.6 L90.06,238.1 L92.32,247.4 L94.59,256.1 L96.86,264.1 L99.12,271.3 L101.4,277.8 L103.7,283.6 L105.9,288.7 L108.2,293.2 L110.5,297.3 L112.7,300.9 L115,304.2 L117.2,307.1 L119.5,309.7 L121.8,312 L124,314.1 L126.3,316.1 L128.6,317.8 L130.8,319.4 L133.1,320.8 L135.4,322.1 L137.6,323.3 L139.9,324.4 L142.2,325.4 L144.4,326.3 L146.7,327.1 L149,327.9 L151.2,328.6 L153.5,329.3 L155.8,329.9 L158,330.5 L160.3,331 L162.6,331.5 L164.8,332 L167.1,332.4 L169.4,332.8 L171.6,333.2 L173.9,333.6 L176.2,333.9 L178.4,334.2 L180.7,334.5 L183,334.8 L185.2,335 L187.5,335.3 L189.8,335.5 L192,335.7 L194.3,335.9 L196.6,336.1 L198.8,336.3 L201.1,336.5 L203.3,336.7 L205.6,336.8 L207.9,337 L210.1,337.1 L212.4,337.2 L214.7,337.4 L216.9,337.5 L219.2,337.6 L221.5,337.7 L223.7,337.8 L226,337.9 L228.3,338 L230.5,338.1 L232.8,338.2 L235.1,338.3
L237.3,338.4 L239.6,338.5 L241.9,338.5 L244.1,338.6 L246.4,338.7 L248.7,338.7 L250.9,338.8 L253.2,338.9 L255.5,338.9 L257.7,339 L260,339 L262.3,339.1 L264.5,339.1 L266.8,339.2 L269.1,339.2 L271.3,339.3 L273.6,339.3 L275.9,339.4 L278.1,339.4 L280.4,339.4 L282.7,339.5 L284.9,339.5 L287.2,339.6 L289.4,339.6 L291.7,339.6 L294,339.7 L296.2,339.7 L298.5,339.7 L300.8,339.7 L303,339.8 L305.3,339.8 L307.6,339.8 L309.8,339.9 L312.1,339.9 L314.4,339.9 L316.6,339.9 L318.9,339.9 L321.2,340 L323.4,340 L325.7,340 L328,340 L330.2,340 L332.5,340.1 L334.8,340.1 L337,340.1 L339.3,340.1 L341.6,340.1 L343.8,340.2 L346.1,340.2 L348.4,340.2 L350.6,340.2 L352.9,340.2 L355.2,340.2 L357.4,340.2 L359.7,340.3 L362,340.3 L364.2,340.3 L366.5,340.3 L368.8,340.3 L371,340.3 L373.3,340.3 L375.5,340.3 L377.8,340.4 L380.1,340.4 L382.3,340.4 L384.6,340.4 L386.9,340.4 L389.1,340.4 L391.4,340.4 L393.7,340.4 L395.9,340.4 L398.2,340.5 L400.5,340.5 L402.7,340.5 L405,340.5 L407.3,340.5 L409.5,340.5 L411.8,340.5 L414.1,340.5 L416.3,340.5 L418.6,340.5
L420.9,340.5 L423.1,340.5 L425.4,340.5 L427.7,340.6 L429.9,340.6 L432.2,340.6 L434.5,340.6 L436.7,340.6 L439,340.6 L441.3,340.6 L443.5,340.6 L445.8,340.6 L448.1,340.6 L450.3,340.6 L452.6,340.6 L454.9,340.6 L457.1,340.6 L459.4,340.6 L461.6,340.6 L463.9,340.6 L466.2,340.6 L468.4,340.7 L470.7,340.7 L473,340.7 L475.2,340.7 L477.5,340.7 L479.8,340.7 L482,340.7 L484.3,340.7 L486.6,340.7 L488.8,340.7 L491.1,340.7 L493.4,340.7 L495.6,340.7 L497.9,340.7 L500.2,340.7 L502.4,340.7 L504.7,340.7 L507,340.7 L509.2,340.7 L511.5,340.7 L513.8,340.7 L516,340.7 L518.3,340.7 L520.6,340.7 " fill="none"/></g>
+<g clip-path="url(#plot_window)" stroke="rgb(0,100,0)" stroke-width="1"><path d="M67.4,341 L69.67,341 L71.93,341 L74.2,341 L76.46,340.8 L78.73,339.9 L80.99,337.5 L83.26,333.7 L85.53,328.8 L87.79,323.5 L90.06,318.3 L92.32,313.4 L94.59,309.3 L96.86,305.8 L99.12,303.1 L101.4,301 L103.7,299.5 L105.9,298.6 L108.2,298.1 L110.5,297.9 L112.7,298.1 L115,298.5 L117.2,299.1 L119.5,299.8 L121.8,300.6 L124,301.5 L126.3,302.5 L128.6,303.5 L130.8,304.6 L133.1,305.6 L135.4,306.7 L137.6,307.7 L139.9,308.8 L142.2,309.8 L144.4,310.8 L146.7,311.8 L149,312.7 L151.2,313.6 L153.5,314.5 L155.8,315.4 L158,316.2 L160.3,317 L162.6,317.8 L164.8,318.5 L167.1,319.2 L169.4,319.9 L171.6,320.6 L173.9,321.2 L176.2,321.9 L178.4,322.4 L180.7,323 L183,323.6 L185.2,324.1 L187.5,324.6 L189.8,325.1 L192,325.6 L194.3,326 L196.6,326.4 L198.8,326.9 L201.1,327.3 L203.3,327.6 L205.6,328 L207.9,328.4 L210.1,328.7 L212.4,329.1 L214.7,329.4 L216.9,329.7 L219.2,330 L221.5,330.3 L223.7,330.6 L226,330.8 L228.3,331.1 L230.5,331.3 L232.8,331.6 L235.1,331.8 L2
37.3,332 L239.6,332.3 L241.9,332.5 L244.1,332.7 L246.4,332.9 L248.7,333.1 L250.9,333.3 L253.2,333.4 L255.5,333.6 L257.7,333.8 L260,333.9 L262.3,334.1 L264.5,334.3 L266.8,334.4 L269.1,334.6 L271.3,334.7 L273.6,334.8 L275.9,335 L278.1,335.1 L280.4,335.2 L282.7,335.3 L284.9,335.5 L287.2,335.6 L289.4,335.7 L291.7,335.8 L294,335.9 L296.2,336 L298.5,336.1 L300.8,336.2 L303,336.3 L305.3,336.4 L307.6,336.5 L309.8,336.6 L312.1,336.6 L314.4,336.7 L316.6,336.8 L318.9,336.9 L321.2,337 L323.4,337 L325.7,337.1 L328,337.2 L330.2,337.2 L332.5,337.3 L334.8,337.4 L337,337.4 L339.3,337.5 L341.6,337.6 L343.8,337.6 L346.1,337.7 L348.4,337.7 L350.6,337.8 L352.9,337.8 L355.2,337.9 L357.4,337.9 L359.7,338 L362,338 L364.2,338.1 L366.5,338.1 L368.8,338.2 L371,338.2 L373.3,338.3 L375.5,338.3 L377.8,338.4 L380.1,338.4 L382.3,338.4 L384.6,338.5 L386.9,338.5 L389.1,338.6 L391.4,338.6 L393.7,338.6 L395.9,338.7 L398.2,338.7 L400.5,338.7 L402.7,338.8 L405,338.8 L407.3,338.8 L409.5,338.9 L411.8,338.9 L414.1,338.9 L416.3,339 L418.6,339 L420.9
,339 L423.1,339 L425.4,339.1 L427.7,339.1 L429.9,339.1 L432.2,339.1 L434.5,339.2 L436.7,339.2 L439,339.2 L441.3,339.2 L443.5,339.3 L445.8,339.3 L448.1,339.3 L450.3,339.3 L452.6,339.4 L454.9,339.4 L457.1,339.4 L459.4,339.4 L461.6,339.4 L463.9,339.5 L466.2,339.5 L468.4,339.5 L470.7,339.5 L473,339.5 L475.2,339.6 L477.5,339.6 L479.8,339.6 L482,339.6 L484.3,339.6 L486.6,339.6 L488.8,339.7 L491.1,339.7 L493.4,339.7 L495.6,339.7 L497.9,339.7 L500.2,339.7 L502.4,339.7 L504.7,339.8 L507,339.8 L509.2,339.8 L511.5,339.8 L513.8,339.8 L516,339.8 L518.3,339.8 L520.6,339.9 " fill="none"/></g>
+<g clip-path="url(#plot_window)" stroke="rgb(255,140,0)" stroke-width="1"><path d="M67.4,341 L69.67,340.9 L71.93,315.1 L74.2,234.4 L76.46,173.3 L78.73,152 L80.99,155.8 L83.26,171.2 L85.53,190.2 L87.79,209.1 L90.06,226.4 L92.32,241.6 L94.59,254.7 L96.86,265.9 L99.12,275.4 L101.4,283.5 L103.7,290.4 L105.9,296.3 L108.2,301.4 L110.5,305.7 L112.7,309.5 L115,312.7 L117.2,315.5 L119.5,318 L121.8,320.2 L124,322.1 L126.3,323.8 L128.6,325.3 L130.8,326.6 L133.1,327.8 L135.4,328.8 L137.6,329.8 L139.9,330.6 L142.2,331.4 L144.4,332.1 L146.7,332.7 L149,333.3 L151.2,333.8 L153.5,334.3 L155.8,334.8 L158,335.1 L160.3,335.5 L162.6,335.8 L164.8,336.2 L167.1,336.4 L169.4,336.7 L171.6,336.9 L173.9,337.2 L176.2,337.4 L178.4,337.6 L180.7,337.8 L183,337.9 L185.2,338.1 L187.5,338.2 L189.8,338.4 L192,338.5 L194.3,338.6 L196.6,338.7 L198.8,338.8 L201.1,338.9 L203.3,339 L205.6,339.1 L207.9,339.2 L210.1,339.3 L212.4,339.3 L214.7,339.4 L216.9,339.5 L219.2,339.5 L221.5,339.6 L223.7,339.7 L226,339.7 L228.3,339.8 L230.5,339.8 L232.8,339.8 L
235.1,339.9 L237.3,339.9 L239.6,340 L241.9,340 L244.1,340 L246.4,340.1 L248.7,340.1 L250.9,340.1 L253.2,340.2 L255.5,340.2 L257.7,340.2 L260,340.2 L262.3,340.3 L264.5,340.3 L266.8,340.3 L269.1,340.3 L271.3,340.4 L273.6,340.4 L275.9,340.4 L278.1,340.4 L280.4,340.4 L282.7,340.5 L284.9,340.5 L287.2,340.5 L289.4,340.5 L291.7,340.5 L294,340.5 L296.2,340.5 L298.5,340.6 L300.8,340.6 L303,340.6 L305.3,340.6 L307.6,340.6 L309.8,340.6 L312.1,340.6 L314.4,340.6 L316.6,340.6 L318.9,340.6 L321.2,340.7 L323.4,340.7 L325.7,340.7 L328,340.7 L330.2,340.7 L332.5,340.7 L334.8,340.7 L337,340.7 L339.3,340.7 L341.6,340.7 L343.8,340.7 L346.1,340.7 L348.4,340.7 L350.6,340.7 L352.9,340.8 L355.2,340.8 L357.4,340.8 L359.7,340.8 L362,340.8 L364.2,340.8 L366.5,340.8 L368.8,340.8 L371,340.8 L373.3,340.8 L375.5,340.8 L377.8,340.8 L380.1,340.8 L382.3,340.8 L384.6,340.8 L386.9,340.8 L389.1,340.8 L391.4,340.8 L393.7,340.8 L395.9,340.8 L398.2,340.8 L400.5,340.8 L402.7,340.8 L405,340.8 L407.3,340.9 L409.5,340.9 L411.8,340.9 L414.1,340.9 L416.3
,340.9 L418.6,340.9 L420.9,340.9 L423.1,340.9 L425.4,340.9 L427.7,340.9 L429.9,340.9 L432.2,340.9 L434.5,340.9 L436.7,340.9 L439,340.9 L441.3,340.9 L443.5,340.9 L445.8,340.9 L448.1,340.9 L450.3,340.9 L452.6,340.9 L454.9,340.9 L457.1,340.9 L459.4,340.9 L461.6,340.9 L463.9,340.9 L466.2,340.9 L468.4,340.9 L470.7,340.9 L473,340.9 L475.2,340.9 L477.5,340.9 L479.8,340.9 L482,340.9 L484.3,340.9 L486.6,340.9 L488.8,340.9 L491.1,340.9 L493.4,340.9 L495.6,340.9 L497.9,340.9 L500.2,340.9 L502.4,340.9 L504.7,340.9 L507,340.9 L509.2,340.9 L511.5,340.9 L513.8,340.9 L516,340.9 L518.3,340.9 L520.6,340.9 " fill="none"/></g>
+<g clip-path="url(#plot_window)" stroke="rgb(127,255,0)" stroke-width="1"><path d="M67.4,341 L69.67,340.8 L71.93,286.2 L74.2,157 L76.46,90.41 L78.73,88.3 L80.99,115 L83.26,149.1 L85.53,181.6 L87.79,209.6 L90.06,232.7 L92.32,251.4 L94.59,266.6 L96.86,278.8 L99.12,288.6 L101.4,296.6 L103.7,303.2 L105.9,308.6 L108.2,313.1 L110.5,316.8 L112.7,319.9 L115,322.5 L117.2,324.8 L119.5,326.7 L121.8,328.3 L124,329.7 L126.3,330.9 L128.6,332 L130.8,332.9 L133.1,333.7 L135.4,334.4 L137.6,335 L139.9,335.5 L142.2,336 L144.4,336.4 L146.7,336.8 L149,337.2 L151.2,337.5 L153.5,337.8 L155.8,338 L158,338.2 L160.3,338.4 L162.6,338.6 L164.8,338.8 L167.1,338.9 L169.4,339.1 L171.6,339.2 L173.9,339.3 L176.2,339.4 L178.4,339.5 L180.7,339.6 L183,339.7 L185.2,339.8 L187.5,339.9 L189.8,339.9 L192,340 L194.3,340 L196.6,340.1 L198.8,340.1 L201.1,340.2 L203.3,340.2 L205.6,340.3 L207.9,340.3 L210.1,340.3 L212.4,340.4 L214.7,340.4 L216.9,340.4 L219.2,340.5 L221.5,340.5 L223.7,340.5 L226,340.5 L228.3,340.6 L230.5,340.6 L232.8,340.6 L235.1,340.6
 L237.3,340.6 L239.6,340.6 L241.9,340.7 L244.1,340.7 L246.4,340.7 L248.7,340.7 L250.9,340.7 L253.2,340.7 L255.5,340.7 L257.7,340.7 L260,340.8 L262.3,340.8 L264.5,340.8 L266.8,340.8 L269.1,340.8 L271.3,340.8 L273.6,340.8 L275.9,340.8 L278.1,340.8 L280.4,340.8 L282.7,340.8 L284.9,340.8 L287.2,340.8 L289.4,340.8 L291.7,340.9 L294,340.9 L296.2,340.9 L298.5,340.9 L300.8,340.9 L303,340.9 L305.3,340.9 L307.6,340.9 L309.8,340.9 L312.1,340.9 L314.4,340.9 L316.6,340.9 L318.9,340.9 L321.2,340.9 L323.4,340.9 L325.7,340.9 L328,340.9 L330.2,340.9 L332.5,340.9 L334.8,340.9 L337,340.9 L339.3,340.9 L341.6,340.9 L343.8,340.9 L346.1,340.9 L348.4,340.9 L350.6,340.9 L352.9,340.9 L355.2,340.9 L357.4,340.9 L359.7,340.9 L362,340.9 L364.2,340.9 L366.5,340.9 L368.8,340.9 L371,340.9 L373.3,340.9 L375.5,340.9 L377.8,341 L380.1,341 L382.3,341 L384.6,341 L386.9,341 L389.1,341 L391.4,341 L393.7,341 L395.9,341 L398.2,341 L400.5,341 L402.7,341 L405,341 L407.3,341 L409.5,341 L411.8,341 L414.1,341 L416.3,341 L418.6,341 L420.9,341 L423.1,341 L
425.4,341 L427.7,341 L429.9,341 L432.2,341 L434.5,341 L436.7,341 L439,341 L441.3,341 L443.5,341 L445.8,341 L448.1,341 L450.3,341 L452.6,341 L454.9,341 L457.1,341 L459.4,341 L461.6,341 L463.9,341 L466.2,341 L468.4,341 L470.7,341 L473,341 L475.2,341 L477.5,341 L479.8,341 L482,341 L484.3,341 L486.6,341 L488.8,341 L491.1,341 L493.4,341 L495.6,341 L497.9,341 L500.2,341 L502.4,341 L504.7,341 L507,341 L509.2,341 L511.5,341 L513.8,341 L516,341 L518.3,341 L520.6,341 " fill="none"/></g>
+</g>
+<g id="plotPoints" clip-path="url(#plot_window)"></g>
+<g id="legendBackground" stroke="rgb(119,136,153)" fill="rgb(255,255,255)" stroke-width="1"><rect x="534.6" y="58" width="189.4" height="165"/><rect x="534.6" y="58" width="189.4" height="165"/></g>
+<g id="legendPoints"><g stroke="rgb(0,0,139)" fill="rgb(255,255,255)" stroke-width="1"><line x1="549.6" y1="88" x2="564.6" y2="88"/></g>
+<g stroke="rgb(139,0,0)" fill="rgb(255,255,255)" stroke-width="1"><line x1="549.6" y1="118" x2="564.6" y2="118"/></g>
+<g stroke="rgb(0,100,0)" fill="rgb(255,255,255)" stroke-width="1"><line x1="549.6" y1="148" x2="564.6" y2="148"/></g>
+<g stroke="rgb(255,140,0)" fill="rgb(255,255,255)" stroke-width="1"><line x1="549.6" y1="178" x2="564.6" y2="178"/></g>
+<g stroke="rgb(127,255,0)" fill="rgb(255,255,255)" stroke-width="1"><line x1="549.6" y1="208" x2="564.6" y2="208"/></g>
+</g>
+<g id="legendText">
+<text x="572.1" y="88" font-size="15" font-family="Verdana">&#x03BD; = 1</text>
+<text x="572.1" y="118" font-size="15" font-family="Verdana">&#x03BD; = 3, (&#x03BE; = 1/3)</text>
+<text x="572.1" y="148" font-size="15" font-family="Verdana">&#x03BD; = 3, &#x03BE; = 1</text>
+<text x="572.1" y="178" font-size="15" font-family="Verdana">&#x03BD; = 4, (&#x03BE; = 1/4)</text>
+<text x="572.1" y="208" font-size="15" font-family="Verdana">&#x03BD; = 5, (&#x03BE; = 1/5)</text></g>
+<g id="title">
+<text x="375" y="40" text-anchor="middle" font-size="20" font-family="Verdana">Inverse Chi Squared Distribution PDF</text></g>
+<g id="plotXValues"></g>
+<g id="plotYValues"></g>
+</svg>


Boost-Commit list run by bdawes at acm.org, david.abrahams at rcn.com, gregod at cs.rpi.edu, cpdaniel at pacbell.net, john at johnmaddock.co.uk