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RE: Re: Quick integral.

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  • Subject: [mg73487] RE: [mg73441] Re: [mg73393] Quick integral.
  • From: "Jouvenot, Fabrice" <F.Jouvenot at>
  • Date: Mon, 19 Feb 2007 06:35:02 -0500 (EST)

Thanks for your answers.

As some of you asked for the notebook here is it :

At the end there is an integral named toto[], we launch it and have an
evaluation time of how this implementation in a large notebook will
affect time.

We want to minimize a really lot this time. We try to make more physics
approximations, but there is certainly mathematica things we can do to
quicker everythings.

One more things to know : we do not need a large accuracy on the
results, large errors are ok.

Thanks for your help.


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