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Class J4 ... Hilbert transforms

Modules for class J4

Package CMLIB at ITL|ARNO

DQAWC (QAWC) Cauchy principal value integrator, using adaptive Clenshaw Curtis method (real H ...
DQAWCE (QAWCE) Cauchy principal value integrator, provides more information than DQAWC (real Hi ...
DQC25C (QC25C) Uses 25 point Clenshaw-Curtis formula to estimate integral of F*W where W=1/(X-C ...
QAWC (DQAWC) Cauchy principal value integrator, using adaptive Clenshaw Curtis method (real H ...
QAWCE (DQAWCE) Cauchy principal value integrator, provides more information than QAWC (real Hil ...
QC25C (DQC25C) Uses 25 point Clenshaw-Curtis formula to estimate integral of F*W where W=1/(X-C ...

Package NAG at ITL|AIX

D01AQF Calculates an approximation to the Hilbert transform of a function G(x) over (A, ...

NAG_1D_QUAD_WT_CAUCHY Calculates an approximation to the Hilbert transform of a function G(x) over (A, ...
NAG_1D_QUAD_WT_CAUCHY_1 Calculates an approximation to the Hilbert transform of a function G(x) over (A, ...

DQAWC (QAWC) Cauchy principal value integrator, using adaptive Clenshaw Curtis method (real H ...
DQAWCE (QAWCE) Cauchy principal value integrator, provides more information than DQAWC (real Hi ...
DQC25C (QC25C) Uses 25 point Clenshaw-Curtis formula to estimate integral of F*W where W=1/(X-C ...
QAWC (DQAWC) Cauchy principal value integrator, using adaptive Clenshaw Curtis method (real H ...
QAWCE (DQAWCE) Cauchy principal value integrator, provides more information than QAWC (real Hil ...
QC25C (DQC25C) Uses 25 point Clenshaw-Curtis formula to estimate integral of F*W where W=1/(X-C ...

Package SLATEC at ITL|ARNO

DQAWC (QAWC) The routine calculates an approximation result to a Cauchy principal value I = I ...
DQAWCE (QAWCE) The routine calculates an approximation result to a CAUCHY PRINCIPAL VALUE I = I ...
DQC25C (QC25C) To compute I = Integral of F*W over (A, B) with error estimate, where W(X) = 1/( ...
QAWC (DQAWC) The routine calculates an approximation result to a Cauchy principal value I = I ...
QAWCE (DQAWCE) The routine calculates an approximation result to a CAUCHY PRINCIPAL VALUE I = I ...
QC25C (DQC25C) To compute I = Integral of F*W over (A, B) with error estimate, where W(X) = 1/( ...

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This page was generated on Tue Sep 16, 2008 at 09:52:42 UTC