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Implementation of an elliptic curve cryptographic system assisted by GPGPU computation via OpenCL.
Clecc currently takes two arguments for testing purposes, a and b, the coefficients of the EC equation:
y^2 (mod p) = x^3 + ax + b (mod p)
Iterations on these coefficients seem to generate unique finite fields (as evidenced by piping the output into gnuplot), but the generatePoints() function simply constructs an EC out of one point, repeated P times.
Was able to compile your code, but I'm wondering if you intentionally have a limit on the values for a as an int.
Do you have example EC parameters to test/confirm function?
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