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Re: Integration with non-numeric parameters

  • To: mathgroup at
  • Subject: [mg79776] Re: Integration with non-numeric parameters
  • From: Jens-Peer Kuska <kuska at>
  • Date: Sat, 4 Aug 2007 05:52:14 -0400 (EDT)
  • References: <f8v1cb$ded$>


there is no analytical expression for integrals of the form


for n>2.


ingramfinance at wrote:
> When I use Mathematica to solve the following
> y=x1/(2*sigma^2*t)
> Integrate[y, {t, .5, 1}]
> I get the following answer:
> (0.34657*x1/sigma^2)
> OK, so far, so good. It appears that I can generate an answer with a
> non-numeric parameter. Note that I am looking for an answer in terms
> of x1.
> But when I try
>  q=Exp[-(x1-t)^2/2*sigma^2*t]
> Integrate[q, {t, .5,1}]
> Now Mathematica does not solve this integral, it just repeats the
> command
> I am trying to get an expression in terms of x1. Why do I get a
> statement like this instead of an answer?  There is something about
> the functional form of the integrand that is causing the problem, I
> just don't know what it is.
> Any help you can give me is much appreciated!

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