An integral transformation in Lobachevsky space

An integral transformation in Lobachevsky space

The integral formulas of the one‐to‐one correspondence between the one‐particle state F sλ( p) with nonzero mass p 2=E 2−p̄2, helicity (−s≤λ≤s), and the state F ν(k)(ν=±s,±(s−1),...,0 or ±( 1/2 ) with mass equal to zero (k 2=ω2−k̄2=0) is obtained.

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Veröffentlicht in:Journal of mathematical physics 1984-04, Vol.25 (4), p.814-814
1. Verfasser: Verdiyev, Yi. A.
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Sprache:eng
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Exact sciences and technology
Function theory, analysis
Mathematical methods in physics
Physics
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creator Verdiyev, Yi. A.
description The integral formulas of the one‐to‐one correspondence between the one‐particle state F sλ( p) with nonzero mass p 2=E 2−p̄2, helicity (−s≤λ≤s), and the state F ν(k)(ν=±s,±(s−1),...,0 or ±( 1/2 ) with mass equal to zero (k 2=ω2−k̄2=0) is obtained.
doi_str_mv 10.1063/1.526228
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subjects Exact sciences and technology
Function theory, analysis
Mathematical methods in physics
Physics
title An integral transformation in Lobachevsky space
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