math/doc/graphs/laplace_pdf.svg

76 lines
20 KiB
XML

<?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="85.2" y="59" width="450" 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="84.2" y="58" width="452" 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="310.4" y1="58" x2="310.4" y2="346"/><line x1="84.2" y1="58" x2="84.2" y2="341"/></g>
<g id="xAxis" stroke="rgb(0,0,0)" stroke-width="1"><line x1="79.2" y1="341" x2="536.2" y2="341"/><line x1="79.2" y1="341" x2="536.2" y2="341"/></g>
<g id="yMinorTicks" stroke="rgb(0,0,0)" stroke-width="1"><path d="M82.2,335.9 L84.2,335.9 M82.2,330.7 L84.2,330.7 M82.2,325.6 L84.2,325.6 M82.2,320.4 L84.2,320.4 M82.2,310.1 L84.2,310.1 M82.2,305 L84.2,305 M82.2,299.8 L84.2,299.8 M82.2,294.7 L84.2,294.7 M82.2,284.4 L84.2,284.4 M82.2,279.3 L84.2,279.3 M82.2,274.1 L84.2,274.1 M82.2,269 L84.2,269 M82.2,258.7 L84.2,258.7 M82.2,253.5 L84.2,253.5 M82.2,248.4 L84.2,248.4 M82.2,243.2 L84.2,243.2 M82.2,232.9 L84.2,232.9 M82.2,227.8 L84.2,227.8 M82.2,222.7 L84.2,222.7 M82.2,217.5 L84.2,217.5 M82.2,207.2 L84.2,207.2 M82.2,202.1 L84.2,202.1 M82.2,196.9 L84.2,196.9 M82.2,191.8 L84.2,191.8 M82.2,181.5 L84.2,181.5 M82.2,176.3 L84.2,176.3 M82.2,171.2 L84.2,171.2 M82.2,166.1 L84.2,166.1 M82.2,155.8 L84.2,155.8 M82.2,150.6 L84.2,150.6 M82.2,145.5 L84.2,145.5 M82.2,140.3 L84.2,140.3 M82.2,130 L84.2,130 M82.2,124.9 L84.2,124.9 M82.2,119.7 L84.2,119.7 M82.2,114.6 L84.2,114.6 M82.2,104.3 L84.2,104.3 M82.2,99.16 L84.2,99.16 M82.2,94.02 L84.2,94.02 M82.2,88.87 L84.2,88.87 M82.2,78.58 L84.2,78.58 M82.2,73.44 L84.2,73.44 M82.2,68.29 L84.2,68.29 M82.2,63.15 L84.2,63.15 M82.2,341 L84.2,341 " fill="none"/></g>
<g id="xMinorTicks" stroke="rgb(0,0,0)" stroke-width="1"><path d="M348.1,341 L348.1,343 M385.9,341 L385.9,343 M423.6,341 L423.6,343 M461.3,341 L461.3,343 M272.6,341 L272.6,343 M234.9,341 L234.9,343 M197.1,341 L197.1,343 M159.4,341 L159.4,343 " fill="none"/></g>
<g id="yMajorTicks" stroke="rgb(0,0,0)" stroke-width="2"><path d="M79.2,341 L84.2,341 M79.2,315.3 L84.2,315.3 M79.2,289.5 L84.2,289.5 M79.2,263.8 L84.2,263.8 M79.2,238.1 L84.2,238.1 M79.2,212.4 L84.2,212.4 M79.2,186.6 L84.2,186.6 M79.2,160.9 L84.2,160.9 M79.2,135.2 L84.2,135.2 M79.2,109.5 L84.2,109.5 M79.2,83.73 L84.2,83.73 M79.2,58 L84.2,58 M79.2,341 L84.2,341 " fill="none"/></g>
<g id="xMajorTicks" stroke="rgb(0,0,0)" stroke-width="2"><path d="M310.4,341 L310.4,346 M499.1,341 L499.1,346 M310.4,341 L310.4,346 M121.6,341 L121.6,346 " fill="none"/></g>
<g id="xTicksValues">
<text x="310.4" y="361.6" text-anchor="middle" font-size="12" font-family="Verdana">0</text>
<text x="499.1" y="361.6" text-anchor="middle" font-size="12" font-family="Verdana">5</text>
<text x="310.4" y="361.6" text-anchor="middle" font-size="12" font-family="Verdana">0</text>
<text x="121.6" y="361.6" text-anchor="middle" font-size="12" font-family="Verdana">-5</text></g>
<g id="yTicksValues">
<text x="73.2" y="343.4" text-anchor="end" font-size="12" font-family="Verdana">0</text>
<text x="73.2" y="317.7" text-anchor="end" font-size="12" font-family="Verdana">0.1</text>
<text x="73.2" y="291.9" text-anchor="end" font-size="12" font-family="Verdana">0.2</text>
<text x="73.2" y="266.2" text-anchor="end" font-size="12" font-family="Verdana">0.3</text>
<text x="73.2" y="240.5" text-anchor="end" font-size="12" font-family="Verdana">0.4</text>
<text x="73.2" y="214.8" text-anchor="end" font-size="12" font-family="Verdana">0.5</text>
<text x="73.2" y="189" text-anchor="end" font-size="12" font-family="Verdana">0.6</text>
<text x="73.2" y="163.3" text-anchor="end" font-size="12" font-family="Verdana">0.7</text>
<text x="73.2" y="137.6" text-anchor="end" font-size="12" font-family="Verdana">0.8</text>
<text x="73.2" y="111.9" text-anchor="end" font-size="12" font-family="Verdana">0.9</text>
<text x="73.2" y="86.13" text-anchor="end" font-size="12" font-family="Verdana">1</text>
<text x="73.2" y="60.4" text-anchor="end" font-size="12" font-family="Verdana">1.1</text>
<text x="73.2" 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="310.2" 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="M84.2,340.7 L86.46,340.7 L88.72,340.6 L90.98,340.6 L93.24,340.6 L95.5,340.6 L97.76,340.5 L100,340.5 L102.3,340.5 L104.5,340.4 L106.8,340.4 L109.1,340.4 L111.3,340.3 L113.6,340.3 L115.8,340.3 L118.1,340.2 L120.4,340.2 L122.6,340.1 L124.9,340.1 L127.1,340 L129.4,339.9 L131.7,339.9 L133.9,339.8 L136.2,339.7 L138.4,339.6 L140.7,339.6 L143,339.5 L145.2,339.4 L147.5,339.3 L149.7,339.2 L152,339.1 L154.3,338.9 L156.5,338.8 L158.8,338.7 L161,338.5 L163.3,338.4 L165.6,338.2 L167.8,338.1 L170.1,337.9 L172.3,337.7 L174.6,337.5 L176.9,337.3 L179.1,337 L181.4,336.8 L183.6,336.5 L185.9,336.2 L188.2,335.9 L190.4,335.6 L192.7,335.3 L194.9,335 L197.2,334.6 L199.5,334.2 L201.7,333.8 L204,333.3 L206.3,332.8 L208.5,332.3 L210.8,331.8 L213,331.2 L215.3,330.6 L217.6,330 L219.8,329.3 L222.1,328.6 L224.3,327.8 L226.6,327 L228.9,326.2 L231.1,325.2 L233.4,324.3 L235.6,323.2 L237.9,322.1 L240.2,321 L242.4,319.7 L244.7,318.4 L246.9,317 L249.2,315.6 L251.5,314 L253.7,312.3 L256,310.5 L258.2,308.7 L260.5,306.7 L262.8,304.6 L265,302.3 L267.3,299.9 L269.5,297.4 L271.8,294.7 L274.1,291.8 L276.3,288.8 L278.6,285.6 L280.8,282.2 L283.1,278.5 L285.4,274.7 L287.6,270.6 L289.9,266.2 L292.1,261.6 L294.4,256.7 L296.7,251.5 L298.9,246 L301.2,240.1 L303.4,233.9 L305.7,227.3 L308,220.3 L310.2,212.8 L312.5,219.4 L314.7,226.5 L317,233.1 L319.3,239.4 L321.5,245.3 L323.8,250.9 L326,256.1 L328.3,261 L330.6,265.7 L332.8,270.1 L335.1,274.2 L337.3,278.1 L339.6,281.7 L341.9,285.2 L344.1,288.4 L346.4,291.5 L348.6,294.3 L350.9,297.1 L353.2,299.6 L355.4,302 L357.7,304.3 L359.9,306.4 L362.2,308.4 L364.5,310.3 L366.7,312.1 L369,313.8 L371.2,315.4 L373.5,316.9 L375.8,318.3 L378,319.6 L380.3,320.8 L382.5,322 L384.8,323.1 L387.1,324.1 L389.3,325.1 L391.6,326 L393.8,326.9 L396.1,327.7 L398.4,328.5 L400.6,329.2 L402.9,329.9 L405.1,330.6 L407.4,331.2 L409.7,331.7 L411.9,332.3 L414.2,332.8 L416.4,333.3 L418.7,333.7 L421,334.1 L423.2,334.5 L425.5,334.9 L427.8,335.3 L430,335.6 L432.3,335.9 L434.5,336.2 L436.8,336.5 L439.1,336.7 L441.3,337 L443.6,337.2 L445.8,337.4 L448.1,337.7 L450.4,337.8 L452.6,338 L454.9,338.2 L457.1,338.4 L459.4,338.5 L461.7,338.7 L463.9,338.8 L466.2,338.9 L468.4,339 L470.7,339.2 L473,339.3 L475.2,339.4 L477.5,339.5 L479.7,339.6 L482,339.6 L484.3,339.7 L486.5,339.8 L488.8,339.9 L491,339.9 L493.3,340 L495.6,340 L497.8,340.1 L500.1,340.2 L502.3,340.2 L504.6,340.3 L506.9,340.3 L509.1,340.3 L511.4,340.4 L513.6,340.4 L515.9,340.4 L518.2,340.5 L520.4,340.5 L522.7,340.5 L524.9,340.6 L527.2,340.6 L529.5,340.6 L531.7,340.6 L534,340.7 L536.2,340.7 " fill="none"/></g>
<g clip-path="url(#plot_window)" stroke="rgb(139,0,0)" stroke-width="1"><path d="M84.2,341 L86.46,341 L88.72,341 L90.98,341 L93.24,341 L95.5,341 L97.76,341 L100,341 L102.3,341 L104.5,341 L106.8,341 L109.1,341 L111.3,341 L113.6,341 L115.8,341 L118.1,341 L120.4,341 L122.6,341 L124.9,341 L127.1,341 L129.4,341 L131.7,341 L133.9,341 L136.2,341 L138.4,341 L140.7,341 L143,341 L145.2,341 L147.5,341 L149.7,340.9 L152,340.9 L154.3,340.9 L156.5,340.9 L158.8,340.9 L161,340.9 L163.3,340.9 L165.6,340.9 L167.8,340.9 L170.1,340.8 L172.3,340.8 L174.6,340.8 L176.9,340.8 L179.1,340.8 L181.4,340.7 L183.6,340.7 L185.9,340.6 L188.2,340.6 L190.4,340.6 L192.7,340.5 L194.9,340.4 L197.2,340.4 L199.5,340.3 L201.7,340.2 L204,340.1 L206.3,340 L208.5,339.8 L210.8,339.7 L213,339.5 L215.3,339.3 L217.6,339.1 L219.8,338.9 L222.1,338.6 L224.3,338.3 L226.6,338 L228.9,337.6 L231.1,337.1 L233.4,336.6 L235.6,336.1 L237.9,335.5 L240.2,334.8 L242.4,334 L244.7,333.1 L246.9,332.1 L249.2,330.9 L251.5,329.7 L253.7,328.2 L256,326.6 L258.2,324.7 L260.5,322.7 L262.8,320.3 L265,317.7 L267.3,314.8 L269.5,311.4 L271.8,307.7 L274.1,303.4 L276.3,298.6 L278.6,293.2 L280.8,287.2 L283.1,280.3 L285.4,272.6 L287.6,263.9 L289.9,254.1 L292.1,243 L294.4,230.6 L296.7,216.5 L298.9,200.7 L301.2,182.8 L303.4,162.7 L305.7,140 L308,114.4 L310.2,85.61 L312.5,111.1 L314.7,137 L317,160 L319.3,180.5 L321.5,198.6 L323.8,214.7 L326,228.9 L328.3,241.6 L330.6,252.8 L332.8,262.7 L335.1,271.6 L337.3,279.4 L339.6,286.4 L341.9,292.5 L344.1,298 L346.4,302.9 L348.6,307.2 L350.9,311 L353.2,314.4 L355.4,317.4 L357.7,320 L359.9,322.4 L362.2,324.5 L364.5,326.4 L366.7,328 L369,329.5 L371.2,330.8 L373.5,331.9 L375.8,333 L378,333.9 L380.3,334.7 L382.5,335.4 L384.8,336 L387.1,336.6 L389.3,337.1 L391.6,337.5 L393.8,337.9 L396.1,338.3 L398.4,338.6 L400.6,338.8 L402.9,339.1 L405.1,339.3 L407.4,339.5 L409.7,339.7 L411.9,339.8 L414.2,340 L416.4,340.1 L418.7,340.2 L421,340.3 L423.2,340.3 L425.5,340.4 L427.8,340.5 L430,340.5 L432.3,340.6 L434.5,340.6 L436.8,340.7 L439.1,340.7 L441.3,340.8 L443.6,340.8 L445.8,340.8 L448.1,340.8 L450.4,340.8 L452.6,340.9 L454.9,340.9 L457.1,340.9 L459.4,340.9 L461.7,340.9 L463.9,340.9 L466.2,340.9 L468.4,340.9 L470.7,340.9 L473,341 L475.2,341 L477.5,341 L479.7,341 L482,341 L484.3,341 L486.5,341 L488.8,341 L491,341 L493.3,341 L495.6,341 L497.8,341 L500.1,341 L502.3,341 L504.6,341 L506.9,341 L509.1,341 L511.4,341 L513.6,341 L515.9,341 L518.2,341 L520.4,341 L522.7,341 L524.9,341 L527.2,341 L529.5,341 L531.7,341 L534,341 L536.2,341 " fill="none"/></g>
<g clip-path="url(#plot_window)" stroke="rgb(0,100,0)" stroke-width="1"><path d="M84.2,337.8 L86.46,337.7 L88.72,337.6 L90.98,337.5 L93.24,337.4 L95.5,337.3 L97.76,337.2 L100,337 L102.3,336.9 L104.5,336.8 L106.8,336.7 L109.1,336.5 L111.3,336.4 L113.6,336.3 L115.8,336.1 L118.1,336 L120.4,335.8 L122.6,335.7 L124.9,335.5 L127.1,335.3 L129.4,335.1 L131.7,335 L133.9,334.8 L136.2,334.6 L138.4,334.4 L140.7,334.2 L143,334 L145.2,333.8 L147.5,333.6 L149.7,333.3 L152,333.1 L154.3,332.9 L156.5,332.6 L158.8,332.4 L161,332.1 L163.3,331.8 L165.6,331.6 L167.8,331.3 L170.1,331 L172.3,330.7 L174.6,330.3 L176.9,330 L179.1,329.7 L181.4,329.3 L183.6,329 L185.9,328.6 L188.2,328.3 L190.4,327.9 L192.7,327.5 L194.9,327.1 L197.2,326.6 L199.5,326.2 L201.7,325.7 L204,325.3 L206.3,324.8 L208.5,324.3 L210.8,323.8 L213,323.3 L215.3,322.7 L217.6,322.2 L219.8,321.6 L222.1,321 L224.3,320.4 L226.6,319.8 L228.9,319.2 L231.1,318.5 L233.4,317.8 L235.6,317.1 L237.9,316.4 L240.2,315.6 L242.4,314.9 L244.7,314.1 L246.9,313.2 L249.2,312.4 L251.5,311.5 L253.7,310.6 L256,309.7 L258.2,308.8 L260.5,307.8 L262.8,306.8 L265,305.7 L267.3,304.7 L269.5,303.5 L271.8,302.4 L274.1,301.2 L276.3,300 L278.6,298.8 L280.8,297.5 L283.1,296.2 L285.4,294.8 L287.6,293.4 L289.9,292 L292.1,290.5 L294.4,288.9 L296.7,287.4 L298.9,285.7 L301.2,284 L303.4,282.3 L305.7,280.5 L308,278.7 L310.2,276.8 L312.5,278.5 L314.7,280.3 L317,282.1 L319.3,283.8 L321.5,285.5 L323.8,287.2 L326,288.7 L328.3,290.3 L330.6,291.8 L332.8,293.2 L335.1,294.6 L337.3,296 L339.6,297.3 L341.9,298.6 L344.1,299.9 L346.4,301.1 L348.6,302.3 L350.9,303.4 L353.2,304.5 L355.4,305.6 L357.7,306.6 L359.9,307.7 L362.2,308.6 L364.5,309.6 L366.7,310.5 L369,311.4 L371.2,312.3 L373.5,313.1 L375.8,314 L378,314.8 L380.3,315.5 L382.5,316.3 L384.8,317 L387.1,317.7 L389.3,318.4 L391.6,319.1 L393.8,319.7 L396.1,320.3 L398.4,321 L400.6,321.5 L402.9,322.1 L405.1,322.7 L407.4,323.2 L409.7,323.7 L411.9,324.2 L414.2,324.7 L416.4,325.2 L418.7,325.7 L421,326.1 L423.2,326.6 L425.5,327 L427.8,327.4 L430,327.8 L432.3,328.2 L434.5,328.6 L436.8,328.9 L439.1,329.3 L441.3,329.6 L443.6,330 L445.8,330.3 L448.1,330.6 L450.4,330.9 L452.6,331.2 L454.9,331.5 L457.1,331.8 L459.4,332.1 L461.7,332.3 L463.9,332.6 L466.2,332.8 L468.4,333.1 L470.7,333.3 L473,333.5 L475.2,333.8 L477.5,334 L479.7,334.2 L482,334.4 L484.3,334.6 L486.5,334.8 L488.8,334.9 L491,335.1 L493.3,335.3 L495.6,335.5 L497.8,335.6 L500.1,335.8 L502.3,335.9 L504.6,336.1 L506.9,336.2 L509.1,336.4 L511.4,336.5 L513.6,336.6 L515.9,336.8 L518.2,336.9 L520.4,337 L522.7,337.1 L524.9,337.3 L527.2,337.4 L529.5,337.5 L531.7,337.6 L534,337.7 L536.2,337.8 " fill="none"/></g>
<g clip-path="url(#plot_window)" stroke="rgb(255,140,0)" stroke-width="1"><path d="M84.2,340.1 L86.46,340.1 L88.72,340 L90.98,340 L93.24,339.9 L95.5,339.8 L97.76,339.7 L100,339.7 L102.3,339.6 L104.5,339.5 L106.8,339.4 L109.1,339.3 L111.3,339.2 L113.6,339.1 L115.8,339 L118.1,338.9 L120.4,338.7 L122.6,338.6 L124.9,338.4 L127.1,338.3 L129.4,338.1 L131.7,337.9 L133.9,337.7 L136.2,337.5 L138.4,337.3 L140.7,337.1 L143,336.9 L145.2,336.6 L147.5,336.3 L149.7,336 L152,335.7 L154.3,335.4 L156.5,335.1 L158.8,334.7 L161,334.3 L163.3,333.9 L165.6,333.5 L167.8,333 L170.1,332.5 L172.3,332 L174.6,331.4 L176.9,330.8 L179.1,330.2 L181.4,329.5 L183.6,328.8 L185.9,328.1 L188.2,327.3 L190.4,326.4 L192.7,325.5 L194.9,324.6 L197.2,323.5 L199.5,322.5 L201.7,321.3 L204,320.1 L206.3,318.8 L208.5,317.5 L210.8,316 L213,314.5 L215.3,312.8 L217.6,311.1 L219.8,309.2 L222.1,307.3 L224.3,305.2 L226.6,303 L228.9,300.6 L231.1,298.2 L233.4,295.5 L235.6,292.7 L237.9,289.7 L240.2,286.6 L242.4,283.2 L244.7,279.6 L246.9,275.8 L249.2,271.8 L251.5,267.6 L253.7,263 L256,258.2 L258.2,253.1 L260.5,247.7 L262.8,241.9 L265,235.8 L267.3,229.3 L269.5,222.4 L271.8,215.1 L274.1,217.2 L276.3,224.4 L278.6,231.2 L280.8,237.6 L283.1,243.6 L285.4,249.2 L287.6,254.6 L289.9,259.6 L292.1,264.3 L294.4,268.8 L296.7,273 L298.9,276.9 L301.2,280.6 L303.4,284.2 L305.7,287.5 L308,290.6 L310.2,293.5 L312.5,296.3 L314.7,298.9 L317,301.3 L319.3,303.6 L321.5,305.8 L323.8,307.8 L326,309.8 L328.3,311.6 L330.6,313.3 L332.8,314.9 L335.1,316.4 L337.3,317.8 L339.6,319.2 L341.9,320.5 L344.1,321.7 L346.4,322.8 L348.6,323.8 L350.9,324.8 L353.2,325.8 L355.4,326.7 L357.7,327.5 L359.9,328.3 L362.2,329 L364.5,329.7 L366.7,330.4 L369,331 L371.2,331.6 L373.5,332.1 L375.8,332.6 L378,333.1 L380.3,333.6 L382.5,334 L384.8,334.4 L387.1,334.8 L389.3,335.2 L391.6,335.5 L393.8,335.8 L396.1,336.1 L398.4,336.4 L400.6,336.7 L402.9,336.9 L405.1,337.2 L407.4,337.4 L409.7,337.6 L411.9,337.8 L414.2,338 L416.4,338.2 L418.7,338.3 L421,338.5 L423.2,338.6 L425.5,338.8 L427.8,338.9 L430,339 L432.3,339.1 L434.5,339.2 L436.8,339.3 L439.1,339.4 L441.3,339.5 L443.6,339.6 L445.8,339.7 L448.1,339.8 L450.4,339.8 L452.6,339.9 L454.9,340 L457.1,340 L459.4,340.1 L461.7,340.1 L463.9,340.2 L466.2,340.2 L468.4,340.3 L470.7,340.3 L473,340.4 L475.2,340.4 L477.5,340.4 L479.7,340.5 L482,340.5 L484.3,340.5 L486.5,340.6 L488.8,340.6 L491,340.6 L493.3,340.6 L495.6,340.6 L497.8,340.7 L500.1,340.7 L502.3,340.7 L504.6,340.7 L506.9,340.7 L509.1,340.8 L511.4,340.8 L513.6,340.8 L515.9,340.8 L518.2,340.8 L520.4,340.8 L522.7,340.8 L524.9,340.8 L527.2,340.8 L529.5,340.9 L531.7,340.9 L534,340.9 L536.2,340.9 " fill="none"/></g>
<g clip-path="url(#plot_window)" stroke="rgb(127,255,0)" stroke-width="1"><path d="M84.2,340.9 L86.46,340.9 L88.72,340.9 L90.98,340.9 L93.24,340.8 L95.5,340.8 L97.76,340.8 L100,340.8 L102.3,340.8 L104.5,340.8 L106.8,340.8 L109.1,340.8 L111.3,340.8 L113.6,340.7 L115.8,340.7 L118.1,340.7 L120.4,340.7 L122.6,340.7 L124.9,340.7 L127.1,340.6 L129.4,340.6 L131.7,340.6 L133.9,340.6 L136.2,340.5 L138.4,340.5 L140.7,340.5 L143,340.4 L145.2,340.4 L147.5,340.4 L149.7,340.3 L152,340.3 L154.3,340.2 L156.5,340.2 L158.8,340.1 L161,340.1 L163.3,340 L165.6,340 L167.8,339.9 L170.1,339.8 L172.3,339.8 L174.6,339.7 L176.9,339.6 L179.1,339.5 L181.4,339.4 L183.6,339.4 L185.9,339.2 L188.2,339.1 L190.4,339 L192.7,338.9 L194.9,338.8 L197.2,338.6 L199.5,338.5 L201.7,338.3 L204,338.2 L206.3,338 L208.5,337.8 L210.8,337.6 L213,337.4 L215.3,337.2 L217.6,337 L219.8,336.7 L222.1,336.4 L224.3,336.2 L226.6,335.9 L228.9,335.5 L231.1,335.2 L233.4,334.8 L235.6,334.5 L237.9,334.1 L240.2,333.6 L242.4,333.2 L244.7,332.7 L246.9,332.2 L249.2,331.6 L251.5,331.1 L253.7,330.4 L256,329.8 L258.2,329.1 L260.5,328.4 L262.8,327.6 L265,326.8 L267.3,325.9 L269.5,325 L271.8,324 L274.1,322.9 L276.3,321.8 L278.6,320.6 L280.8,319.4 L283.1,318 L285.4,316.6 L287.6,315.1 L289.9,313.5 L292.1,311.8 L294.4,310 L296.7,308.1 L298.9,306 L301.2,303.9 L303.4,301.6 L305.7,299.2 L308,296.6 L310.2,293.9 L312.5,290.9 L314.7,287.9 L317,284.6 L319.3,281.1 L321.5,277.4 L323.8,273.5 L326,269.3 L328.3,264.9 L330.6,260.2 L332.8,255.2 L335.1,249.9 L337.3,244.3 L339.6,238.3 L341.9,232 L344.1,225.2 L346.4,218.1 L348.6,214.2 L350.9,221.6 L353.2,228.5 L355.4,235 L357.7,241.2 L359.9,247 L362.2,252.5 L364.5,257.6 L366.7,262.5 L369,267 L371.2,271.3 L373.5,275.4 L375.8,279.2 L378,282.8 L380.3,286.2 L382.5,289.3 L384.8,292.3 L387.1,295.2 L389.3,297.8 L391.6,300.3 L393.8,302.7 L396.1,304.9 L398.4,307 L400.6,309 L402.9,310.9 L405.1,312.6 L407.4,314.3 L409.7,315.8 L411.9,317.3 L414.2,318.7 L416.4,320 L418.7,321.2 L421,322.3 L423.2,323.4 L425.5,324.4 L427.8,325.4 L430,326.3 L432.3,327.2 L434.5,328 L436.8,328.7 L439.1,329.4 L441.3,330.1 L443.6,330.7 L445.8,331.3 L448.1,331.9 L450.4,332.4 L452.6,332.9 L454.9,333.4 L457.1,333.8 L459.4,334.3 L461.7,334.6 L463.9,335 L466.2,335.4 L468.4,335.7 L470.7,336 L473,336.3 L475.2,336.6 L477.5,336.8 L479.7,337.1 L482,337.3 L484.3,337.5 L486.5,337.7 L488.8,337.9 L491,338.1 L493.3,338.3 L495.6,338.4 L497.8,338.6 L500.1,338.7 L502.3,338.8 L504.6,339 L506.9,339.1 L509.1,339.2 L511.4,339.3 L513.6,339.4 L515.9,339.5 L518.2,339.6 L520.4,339.7 L522.7,339.7 L524.9,339.8 L527.2,339.9 L529.5,339.9 L531.7,340 L534,340.1 L536.2,340.1 " 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="550.2" y="58" width="173.8" height="165"/><rect x="550.2" y="58" width="173.8" height="165"/></g>
<g id="legendPoints"><g stroke="rgb(0,0,139)" fill="rgb(255,255,255)" stroke-width="1"><line x1="565.2" y1="88" x2="580.2" y2="88"/></g>
<g stroke="rgb(139,0,0)" fill="rgb(255,255,255)" stroke-width="1"><line x1="565.2" y1="118" x2="580.2" y2="118"/></g>
<g stroke="rgb(0,100,0)" fill="rgb(255,255,255)" stroke-width="1"><line x1="565.2" y1="148" x2="580.2" y2="148"/></g>
<g stroke="rgb(255,140,0)" fill="rgb(255,255,255)" stroke-width="1"><line x1="565.2" y1="178" x2="580.2" y2="178"/></g>
<g stroke="rgb(127,255,0)" fill="rgb(255,255,255)" stroke-width="1"><line x1="565.2" y1="208" x2="580.2" y2="208"/></g>
</g>
<g id="legendText">
<text x="587.7" y="88" font-size="15" font-family="Verdana">&#x3BC; = 0, &#x3C3; = 1</text>
<text x="587.7" y="118" font-size="15" font-family="Verdana">&#x3BC; = 0, &#x3C3; = 0.5</text>
<text x="587.7" y="148" font-size="15" font-family="Verdana">&#x3BC; = 0, &#x3C3; = 2</text>
<text x="587.7" y="178" font-size="15" font-family="Verdana">&#x3BC; = -1, &#x3C3; = 1</text>
<text x="587.7" y="208" font-size="15" font-family="Verdana">&#x3BC; = 1, &#x3C3; = 1</text></g>
<g id="title">
<text x="375" y="40" text-anchor="middle" font-size="20" font-family="Verdana">Laplace Distribution PDF</text></g>
<g id="plotXValues"></g>
<g id="plotYValues"></g>
</svg>