MaplePrimes

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    <title>MaplePrimes - comments on Post, Great Expectations</title>
    <link>http://www.mapleprimes.com/posts/127382-Great-Expectations</link>
    <language>en-us</language>
    <copyright>2026 Maplesoft, A Division of Waterloo Maple Inc.</copyright>
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    <lastBuildDate>Fri, 12 Jun 2026 06:21:07 GMT</lastBuildDate>
    <pubDate>Fri, 12 Jun 2026 06:21:07 GMT</pubDate>
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    <itunes:summary />
    <description>The latest comments added to the Post, Great Expectations</description>
    <image>
      <url>http://www.mapleprimes.com/images/mapleprimeswhite.jpg</url>
      <title>MaplePrimes - comments on Post, Great Expectations</title>
      <link>http://www.mapleprimes.com/posts/127382-Great-Expectations</link>
    </image>
    <item>
      <title>I did some further simulations:restart: with(plots</title>
      <link>http://www.mapleprimes.com/posts/127382-Great-Expectations?ref=Feed:MaplePrimes:Great Expectations:Comments#comment127387</link>
      <itunes:summary>&lt;p&gt;I did some further simulations:&lt;br&gt;&lt;br&gt;restart: &lt;br&gt;with(plots):&lt;br&gt;with(Statistics):&lt;br&gt;randomize():&lt;br&gt;&lt;br&gt;X := proc (z) local p, W1, W2, i; &lt;br&gt;&lt;br&gt;p := Sample(Bernoulli(.55), 1000): &lt;br&gt;W1[0] := 100; &lt;br&gt;W2[0] := 100; &lt;br&gt;&lt;br&gt;for i to 1000 do &lt;br&gt;&lt;br&gt;if p[i] = 1 then W1[i] := 1.4*W1[i-1] else W1[i] := .6*W1[i-1] end if; &lt;br&gt;if p[i] = 1 then W2[i] := 1.1*W2[i-1] else W2[i] := .9*W2[i-1] end if &lt;br&gt;&lt;br&gt;end do; &lt;br&gt;&lt;br&gt;if z = w1 then W1[1000] else W2[1000] end if :&lt;br&gt;&lt;br&gt;end proc: &lt;br&gt;&lt;br&gt;"Expected Value-1" = ExpectedValue([seq(X(w1), i = 1 .. 1000)]); &lt;br&gt;"Expected Value-2" = ExpectedValue([seq(X(w2), i = 1 .. 1000)]);&lt;br&gt;&lt;br&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; "Expected Value-1" = 0.02020255810&lt;br&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; "Expected Value-2" = 9.081383444 10 &lt;br&gt;&lt;br&gt;&lt;br&gt;It would also be interesting to plot the saddle equilibrium in a 3d-space.&lt;br&gt;For example we have seen previosusly that our expected value will be largest &lt;br&gt;the smaller the bet size is EV(1.4, 0.4)&amp;gt; EV(1.1, 0.9)&lt;br&gt;&lt;br&gt;I can plot it in a 2D-plane as follows:&lt;br&gt;&lt;br&gt;plot(.55*log((1+c)*100)+.45*log((1-c)*100), c = 0 .. .5)&lt;br&gt;&lt;br&gt;Any Idea how to plot it in 3D-space with time included?&lt;br&gt;&lt;br&gt;For the first 3 time periods we get:&lt;br&gt;&lt;br&gt;restart: &lt;br&gt;for i to 3 do &lt;br&gt;W1[i] := .55*(1+c)*W1[i-1]+.45*(1-c)*W1[i-1] &lt;br&gt;end do ;&lt;br&gt;&lt;br&gt;&lt;br&gt;W1[1] := 0.55 (1 + c) W1[0] + 0.45 (1 - c) W1[0]&lt;br&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;br&gt;W1[2] := 0.55 (1 + c) (0.55 (1 + c) W1[0] + 0.45 (1 - c) W1[0])&lt;br&gt;&lt;br&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; + 0.45 (1 - c) (0.55 (1 + c) W1[0] + 0.45 (1 - c) W1[0])&lt;br&gt;&lt;br&gt;W1[3] := 0.55 (1 + c) (0.55 (1 + c) (0.55 (1 + c) W1[0] + 0.45 (1 - c) W1[0])&lt;br&gt;&lt;br&gt;&amp;nbsp;&amp;nbsp; + 0.45 (1 - c) (0.55 (1 + c) W1[0] + 0.45 (1 - c) W1[0])) + 0.45 (1 - c) &lt;br&gt;&lt;br&gt;&amp;nbsp; (0.55 (1 + c) (0.55 (1 + c) W1[0] + 0.45 (1 - c) W1[0])&lt;br&gt;&lt;br&gt;&amp;nbsp;&amp;nbsp; + 0.45 (1 - c) (0.55 (1 + c) W1[0] + 0.45 (1 - c) W1[0]))&lt;br&gt;&lt;br&gt;&lt;br&gt;&lt;/p&gt;</itunes:summary>
      <description>The latest comments added to the Post, Great Expectations</description>
      <guid>127387</guid>
      <pubDate>Fri, 04 Nov 2011 20:37:40 Z</pubDate>
      <itunes:author>alex_01</itunes:author>
      <author>alex_01</author>
    </item>
    <item>
      <title>standalone</title>
      <link>http://www.mapleprimes.com/posts/127382-Great-Expectations?ref=Feed:MaplePrimes:Great Expectations:Comments#comment127607</link>
      <itunes:summary>&lt;p&gt;This is great. While I don't teach probability nor finance, I do teach economics, a subject in which a basic understanding of risk and probability is essential. While the graduate students can handle some math, the undergraduates often can't, and so most undergraduate classes in economics are old-fashioned textbook-based, with not much software use. Asking students to plot data and run mini simulations with an Excel worksheet is considered pushing to the frontier (I don't teach at MIT). The great thing about your application is that I'm confident that our undergrads could handle it, and I would very happily use it as teaching support in class&lt;/p&gt;
&lt;p&gt;... if it were portable and not Maple-dependent!&lt;/p&gt;
&lt;p&gt;Our lecture theatres have default Windows software and little else. Our labs have the math software, but while the lecture theatres can host 200 students, the labs only about 20 or 30, and undergraduate classes usually have at least 100 students, so labs are simply not an option. Moreover, the computers are set up such that after you restart them, everything that you may have done, like installing software or copying files, is wiped out.&lt;/p&gt;
&lt;p&gt;Wouldn't it be great if there were a way to convert this application to something that could be viewed with a quickly-installed viewer? Off the usb sort of thing.&lt;/p&gt;
&lt;p&gt;I guess making a movie (.avi) would be feasible (by an expert like you, not by me), if not interactive.&lt;/p&gt;</itunes:summary>
      <description>The latest comments added to the Post, Great Expectations</description>
      <guid>127607</guid>
      <pubDate>Thu, 10 Nov 2011 14:48:51 Z</pubDate>
      <itunes:author>PatrickT</itunes:author>
      <author>PatrickT</author>
    </item>
    <item>
      <title>Further</title>
      <link>http://www.mapleprimes.com/posts/127382-Great-Expectations?ref=Feed:MaplePrimes:Great Expectations:Comments#comment128173</link>
      <itunes:summary>&lt;p&gt;Following Robert solution to only invest a fraction &lt;br&gt;&lt;br&gt;&lt;img src="data:image/png;base64,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" alt=""&gt;&lt;br&gt;&lt;br&gt;&lt;br&gt;The expected value is:&lt;br&gt;&lt;br&gt;&lt;img src="data:image/png;base64,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" alt=""&gt;&lt;br&gt;&lt;br&gt;&lt;br&gt;We can plot the 3d chart as follows:&lt;br&gt;&lt;br&gt;&lt;img src="data:image/png;base64,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" alt=""&gt;&lt;br&gt;&lt;br&gt;&lt;a href="/view.aspx?sf=128173/425876/QW.jpg"&gt;&lt;img src="/view.aspx?sf=128173/425876/QW.jpg" alt=""&gt;&lt;/a&gt;&lt;/p&gt;</itunes:summary>
      <description>The latest comments added to the Post, Great Expectations</description>
      <guid>128173</guid>
      <pubDate>Sun, 27 Nov 2011 20:51:43 Z</pubDate>
      <itunes:author>alex_01</itunes:author>
      <author>alex_01</author>
    </item>
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</rss>