> ----- Original Message -----
> From: "Dan Stanger" <dan.stanger at ieee.org>
> To: "Mc DC" <mcdc at operamail.com>
> Subject: Re: [Maxima] Simplification of a integration ( beginner)
> Date: Tue, 03 Oct 2006 19:53:19 -0400
>
>
> What is S?
> What is the mma result?
> Mc DC wrote:
>
> > I'm having trouble to simplify S(f(t),t): >
> f(t):=Xip*((%e^(2*%pi*(sigma-t/tau)*cot(%pi*sigma)))/(1-cos(2*%pi*sigma)))*(1-cos(2*%pi*t/tau))
> >
> > Is it possible to get the same short result as in Mathematica? or
> > what is the closest I can get ?
> >
> >
> >
>
Sorry, I used S for integrate(f(t),t).
Mathematica's results is:
1/(8*%pi)*((%e^(2*%pi*(-t+sigma*tau)*cot(%pi*sigma)/tau)*tau*Xip*(-2+cos(2*%pi*t/tau)+cos((2*%pi*(t+sigma*tau))/tau))*csc(%pi*sigma)*sec(%pi*sigma)));
I wondering how use tellsimp to get similar results in Maxima.
Thanks
McDC
--
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