Complex Elementary Transcendental Functions: f(z) = |sin(z)|

26/10/2008 - 02:53 von Dan | Report spam
The behavior of elementary transcendental functions, with a real
argument (x), are well known (or should be) to every science student
and researcher. However, this is not the case for the same functions
with a complex argument (z = x+iy; x,y real).

Having developed the appropriate software, mathematical functions
in the complex plane can be presented in an esthetically pleasing
format. For educational purposes (only!), the high-resolution image
of
f(z) = |sin(z)| , z = x+iy, -1<= x <= +1, -1<= y <=+1

may be viewed and downloaded at

http://www.iging.com/Transcendental...5CsinA.jpg

Enjoy.

D. Baruth
X87(at)iging(dot)com
 

Lesen sie die antworten

#1 A.L.
26/10/2008 - 03:07 | Warnen spam
On Sat, 25 Oct 2008 18:53:30 -0700 (PDT), Dan
wrote:

The behavior of elementary transcendental functions, with a real
argument (x), are well known (or should be) to every science student
and researcher. However, this is not the case for the same functions
with a complex argument (z = x+iy; x,y real).

Having developed the appropriate software, mathematical functions
in the complex plane can be presented in an esthetically pleasing
format. For educational purposes (only!), the high-resolution image



For business purpose, I should purchase a license? How much?...

A.L.

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