The supersymmetric Liouville equation in the quantum region

A relation between the coupling constants of interacting nonlinear scalar field Phi (X sub(0), x sub(1)) and a spinor one psi (x sub(0), x sub(1)), L sub(int) = -g super(k-2)/2 e super(2 Phi -g' e) super( Phi )-@)d psi psi was established. This relation leads to the finite series of perturbatio...

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Bibliographic Details
Published in:Letters in mathematical physics 1983-11, Vol.7 (6), p.453-457
Main Authors: LEZNOV, A. N, KHRUSHCHOV, V. V
Format: Article
Language:English
Subjects:
Classical and quantum physics: mechanics and fields
Exact sciences and technology
Physics
Theory of quantized fields
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Summary:A relation between the coupling constants of interacting nonlinear scalar field Phi (X sub(0), x sub(1)) and a spinor one psi (x sub(0), x sub(1)), L sub(int) = -g super(k-2)/2 e super(2 Phi -g' e) super( Phi )-@)d psi psi was established. This relation leads to the finite series of perturbation theory for the dynamical variable e super(- Phi . In the classical limit h-bar arrow right 0 the considered system turns out to be described by the supersymmetric Liouville equation.
ISSN:0377-9017
1573-0530
DOI:10.1007/BF00402244