theorem 17.98 Mellin convolution theorem

open in the book · parts/02-mathematical-methods/15-fourier-integral-transforms.tex:3368 · p. 710

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theorem 17.98: Mellin convolution theorem17.98definition 17.92: Mellin transform17.92definition 17.97: Multiplicative convolution17.97corollary 17.99: Convolution on the unit interval17.99proof : ch:15-fourier-integral-transforms@proof-59prooftheorem 17.93: Fundamental strip and holomorphy17.93theorem 102.49: The DGLAP evolution equations102.49corollary 17.101: Coupled channels17.101corollary 102.50: Moments diagonalise the evolution102.50theorem 17.100: Moments diagonalise a convolution evolution17.100proof : ch:15-fourier-integral-transforms@proof-60proof

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typedirectionnode provenancewhere
depends_on Mellin transform declared parts/02-mathematical-methods/15-fourier-integral-transforms.tex:3378
depends_on Multiplicative convolution declared parts/02-mathematical-methods/15-fourier-integral-transforms.tex:3378
depends_on Convolution on the unit interval declared parts/02-mathematical-methods/15-fourier-integral-transforms.tex:3422
proves ch:15-fourier-integral-transforms@proof-59 declared parts/02-mathematical-methods/15-fourier-integral-transforms.tex:3381