Re: On the tangent function over C



In article <23606668.1120746402469.JavaMail.jakarta@xxxxxxxxxxxxxxxxxxxxxx>,
OnlyRH <erdosfanjp@xxxxxxxxxxx> wrote:

>I would like to know about the tangent function over C. Maple gives
>that Im(tan(z)) = 1.

What version of Maple does that? None that I've tried.

> But I doubt this result. In the past, Maple gave
>me a completely wrong answer for a derivative of a function.

Example?

> But it
>seems to be giving me a correct answer this time, for I typed them in
>the power series representation.

What's "them"?

> Maple seems to be correct on the power
>series representation of sine and cosine functions over C, as both of
>them go to infinity, which is consistent with a result in one of my
>complex analysis books.

What goes to infinity where?

Robert Israel israel@xxxxxxxxxxx
Department of Mathematics http://www.math.ubc.ca/~israel
University of British Columbia Vancouver, BC, Canada

.



Relevant Pages

  • Maple bugs: Thomas Richard: Hurrah, Maple quality improves! - Example 1
    ... let us rejoice at Maple quality improvements ... advertised the other day by Herr Richard, Maple Support, ... publicly reported bugs by Cyber Tester to this forum? ...
    (sci.math.symbolic)
  • Maple bugs: Thomas Richard: Hurrah, Maple quality improves! - Example 1
    ... let us rejoice at Maple quality improvements ... advertised the other day by Herr Richard, Maple Support, ... publicly reported bugs by Cyber Tester to this forum? ...
    (sci.math)
  • Re: A development involving the Lambert W-function
    ... which is inconsistent with the previous result. ... the correct expansion in Maple, ... What result do you expect from Mathematica, Maple or whatever, since the ... limit on the right is indeterminate of the form infinity - infinity and ...
    (sci.math.symbolic)
  • Re: integral
    ... I've tried this substitution both by hand and with Maple. ... then for the integration bounds I get: ... So the bounds for my new integral would be from infinity to infinity??? ...
    (sci.math)
  • Integral, please
    ... Could someone with access to Mathematica or Maple please compute the ... I could substitute and get it in terms of a joint ... Infinity}, ] ...
    (sci.math)

Quantcast