In a situation where we want to compute products f * g_i for several polynomials g_i's and a fixed polynomial f, we could precompute the FFT of f so that when we are given the g_i's, we just need to compute FFT(g_i), multiply and apply the inverse FFT...
Is there a way to precompute the FFT of a polynomial NTL::ZZX like this?
Something like this is done for polynomials over ZZ_p, but unfortunately not for for polynomials over ZZ. This could be a nice feature, but I don't see it happening soon.
Hello!
In a situation where we want to compute products f * g_i for several polynomials g_i's and a fixed polynomial f, we could precompute the FFT of f so that when we are given the g_i's, we just need to compute FFT(g_i), multiply and apply the inverse FFT...
Is there a way to precompute the FFT of a polynomial NTL::ZZX like this?
Thank you very much!