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Functions136 in github.com/remyoudompheng/bigfft

⨍ Functions 136◇ Types & classes 6
FunctionBenchmarkMul_5x20Mb
(b *testing.B)
fft_test.go:327
FunctionBenchmarkMul_5x50Mb
(b *testing.B)
fft_test.go:328
FunctionBenchmarkScanBig100k
(b *testing.B)
scan_test.go:47
FunctionBenchmarkScanBig10M
(b *testing.B)
scan_test.go:51
FunctionBenchmarkScanBig10k
(b *testing.B)
scan_test.go:46
FunctionBenchmarkScanBig1M
(b *testing.B)
scan_test.go:48
FunctionBenchmarkScanBig1k
(b *testing.B)
scan_test.go:45
FunctionBenchmarkScanBig2M
(b *testing.B)
scan_test.go:49
FunctionBenchmarkScanBig5M
(b *testing.B)
scan_test.go:50
FunctionBenchmarkScanFast100k
(b *testing.B)
scan_test.go:28
FunctionBenchmarkScanFast10M
(b *testing.B)
scan_test.go:32
FunctionBenchmarkScanFast10k
(b *testing.B)
scan_test.go:27
FunctionBenchmarkScanFast1M
(b *testing.B)
scan_test.go:29
FunctionBenchmarkScanFast1k
(b *testing.B)
scan_test.go:26
FunctionBenchmarkScanFast2M
(b *testing.B)
scan_test.go:30
FunctionBenchmarkScanFast5M
(b *testing.B)
scan_test.go:31
MethodInvNTransform
InvTransform reconstructs a polynomial from its values at roots of x^K+1. The m field of the returned polynomial is unspecified.
fft.go:275
MethodMul
(x, y fermat)
fermat.go:144
MethodMul
Mul returns the pointwise product of p and q.
fft.go:358
MethodNTransform
NTransform evaluates p at θω^i for i = 0...K-1, where θ is a (2K)-th primitive root of unity in Z/(b^n+1)Z and ω = θ².
fft.go:236
MethodString
()
fermat.go:14
MethodString
()
fft.go:16
FunctionTestCalibrateFFT
(t *testing.T)
calibrate_test.go:100
FunctionTestCalibrateThreshold
(t *testing.T)
calibrate_test.go:35
FunctionTestFermatAdd
(t *testing.T)
fermat_test.go:108
FunctionTestFermatMul
(t *testing.T)
fermat_test.go:147
FunctionTestFermatShift
(t *testing.T)
fermat_test.go:36
FunctionTestFermatShiftHalf
(t *testing.T)
fermat_test.go:62
FunctionTestFourier
(t *testing.T)
fft_test.go:140
FunctionTestFourierSizes
(t *testing.T)
fft_test.go:56
FunctionTestIssue1
(t *testing.T)
fft_test.go:344
FunctionTestMul
(t *testing.T)
fft_test.go:210
FunctionTestRoundTripIntPoly
(t *testing.T)
fft_test.go:33
FunctionTestRoundTripPolyValues
Tests Fourier transform and its reciprocal.
fft_test.go:170
FunctionTestScan
(t *testing.T)
scan_test.go:9
FunctionmulAddVWW
go:linkname mulAddVWW math/big.mulAddVWW
arith_decl.go:30
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