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17
fft.py
17
fft.py
@ -4,21 +4,18 @@ pi=math.pi
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e=math.e
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e=math.e
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j=complex(0,1)
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j=complex(0,1)
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def T(n,k):
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return e ** -2*j*pi*k/n
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def fft(f):
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def fft(f):
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n=len(f)
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n=len(f)
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if n==1:
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if n==1:
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return f
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return f
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for p in 4,3,2,5:
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for p in 2,3,5:
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if n%p==0:
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if n%p==0:
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break
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break
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else:
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else:
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raise Exception('%s not factorable ' % n)
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raise Exception('%s not factorable ' % n)
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m = n/p
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m = n/p
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Fm=[]
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Fm=[]
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for q in range(p): # 0,1
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for q in range(p): # 0,1
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fp = f[q::p]
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fp = f[q::p]
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@ -29,9 +26,17 @@ def fft(f):
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for k in range(n):
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for k in range(n):
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val = 0
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val = 0
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for q in range(p):
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for q in range(p):
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t = e ** ( -j*2*pi*k*q/n )
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t = e ** ( j*2*pi*k*q/n )
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val += Fm[ q*m + (k%m) ] * t
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val += Fm[ q*m + (k%m) ] * t
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Fout[k] = val
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Fout[k] = val
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return Fout
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return Fout
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def test(f=range(256),ntimes=10):
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import time
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t0 = time.time()
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for i in range(ntimes):
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fft(f)
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t1 = time.time()
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print '%ss'% (t1-t0)
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