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C++ program for generatin complex map in EPS format
This is code based on user's Kouznetsov: conto.cin, ado.cin

Basically You compile it via c++ like (in Makefile):
c++ -o cmap -lm

It generates EPS file (like PDF) with complex map (constant levels, real=red, imag=blue, modulo=green) for given function.

You pass real range, imag range, number of grid lines, levels to draw etc.
You also give function name (last argument) as literal (put it in ' ' or " ")
There is mine function parser included (all functions are compelx)
so You can pass for example:
'sin(x)' or 'exp(exp(x*2)-log(x)' or 'i^x' or '(3+2*i)^(1/x^3)' etc.

There are example scripts how to call program (see files *.sh).
For example:
./cmap 'out.eps' 500 500 -4 4 -4 4 8 8 -10 -10 0 10 10 20 -2 2 .1 -2 2 .1 0 4 .1 1 1 1 'log(log(x))'
Also there are all options commented in in main() function and eps_cont() function
libfparser.h and are my function parser files, see libfparser.h to see which functions are supported (by sin(x) I mean complex sine function of course).

Files and are just renamed ado.cin and conto.cin from TORI webpage (by Kouznetsov)

You may find it useful (I've used ado.cin and conto.cin - because the're available for all and autor allows to use them), I've added function parser and added all parameters to control what area to draw, what levels, cut off values etc - see details in

Ihope someone find it usefull - examples in *.sh files are generating some nice fractals).

Of course You can do anything with this code - it's all free and available for all without any licence.

Best Regards.

Attached Files
.zip (Size: 33.23 KB / Downloads: 137)
Fuji GSW690III
Nikon D3, Nikkors 14-24/2.8, 24/1.4, 35/2, 50/1.4, 85/1.4, 135/2, 80-200/2.8

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