The convolution of fourier transforms and its application to the decomposition of the momentum operator on the homogeneous lorentz group | Zendy

W. Rühl | Zendy

Open Access

The convolution of fourier transforms and its application to the decomposition of the momentum operator on the homogeneous lorentz group

Author(s) -

W. Rühl

Publication year - 1969

Publication title -

il nuovo cimento a

Language(s) - English

Resource type - Journals

ISSN - 0369-3546

DOI - 10.1007/bf02754927

Subject(s) - lorentz transformation , lorentz group , homogeneous , group (periodic table) , convolution (computer science) , mathematics , operator (biology) , mathematical physics , pure mathematics , dirac (video compression format) , fourier transform , dirac operator , tensor (intrinsic definition) , mathematical analysis , momentum (technical analysis) , representation theory of the lorentz group , physics , quantum mechanics , combinatorics , computer science , transcription factor , gene , repressor , chemistry , biochemistry , machine learning , artificial neural network , fundamental representation , lie algebra , weight , finance , neutrino , economics

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