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math-ph2002★ 1 cited
Relativistic Wave Equations in the Helicity Basis
V. V. Varlamov
The principal series of unitary representations of the Lorentz group has been considered in the helicity basis. Decompositions of tensor products of the spinspaces are studied in t…
math-ph2002★ 4 cited
General Solutions of Relativistic Wave Equations
V. V. Varlamov
General solutions of relativistic wave equations are studied in terms of the functions on the Lorentz group. A close relationship between hyperspherical functions and matrix elemen…
math-ph2002
Group Theoretical Description of Space Inversion, Time Reversal and Charge Conjugation
V. V. Varlamov
A group theoretical description of basic discrete symmetries (space inversion P, time reversal T and charge conjugation C) is given. Discrete subgroups of orthogonal groups of mult…