From(投稿者): | "Vladimir Bondarenko" <vb@cybertester.com> |
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Newsgroups(投稿グループ): | sci.math.symbolic,comp.soft-sys.math.maple,sci.math,fj.sci.math |
Subject(見出し): | Re: An exact 1-D integration challenge - 3 |
Date(投稿日時): | 8 Feb 2005 11:49:38 -0800 |
Organization(所属): | http://groups.google.com |
References(祖先記事, 一番最後が直親): | (G) <1107555276.418478.215730@f14g2000cwb.googlegroups.com> |
(G) <1107884944.664326.49260@f14g2000cwb.googlegroups.com> | |
(G) <080220051345372040%anniel@nym.alias.net.invalid> | |
Message-ID(記事識別符号): | (G) <1107892177.986617.175120@f14g2000cwb.googlegroups.com> |
Yep. The integral with exp(-z/2) poses no problem whatsoever for a human or Maple/Mathematica :) as it obviously boils down to the exponential integral. > int((1-exp(-z))*exp(-z/2)/z, z); -Ei(1,1/2*z)+Ei(1,3/2*z) > int((1-exp(-z))*exp(-z/2)/z, z=0..infinity); ln(3) No challenge.