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kiss_fftr.c gives correct answers for forward
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3
fft.py
3
fft.py
@ -64,12 +64,15 @@ def real_fft( f,inv ):
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ims = f[1::2]
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fp = [ complex(r,i) for r,i in zip(res,ims) ]
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print 'fft input ', fp
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Fp = fft( fp ,0 )
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print 'fft output ', Fp
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F = []
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for k in range(N):
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F1k = Fp[k] + Fp[-k].conjugate()
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F2k = -j*(Fp[k] - Fp[-k].conjugate())
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print 'F2k[%d]=%s' % (k,F2k)
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F.append( ( F1k + e ** ( -j*pi*k/N ) * F2k ) * .5 )
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