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A Lattice Version of the {Wess-Zumino} Model

Jochen Bartels
(
- Hamburg U.
)
,
G. Kramer
(
- Hamburg U.
)

Dec, 1982

37 pages

Published in:

Z.Phys.C 20 (1983) 159

DOI:

10.1007/BF01573219

Report number:

DESY-82-085

View in:

KEK scanned document

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Abstract: (Springer)

A lattice Lagrangian of the Wess-Zumino model is constructed using perturbation theory up to two loops. It is shown that the renormalized vertex-functions have the correct continuum limit if nonsupersymmetric counterterms up to dimension four are added to the Lagrangian. The structure of these terms is analysed with the Wilson prescription for the fermions.

Note:

Dedicated to Rudolf Haag on the occasion of his 60th birthday

Wess-Zumino model
SUPERSYMMETRY: SYMMETRY BREAKING
LATTICE FIELD THEORY: CONTINUUM LIMIT
PERTURBATION THEORY
VERTEX FUNCTION: RENORMALIZATION
FIELD THEORY: EFFECTIVE LAGRANGIANS
FERMION: LATTICE FIELD THEORY
FEYNMAN GRAPH: HIGHER-ORDER
RENORMALIZATION: REGULARIZATION
PROPAGATOR: TWO-POINT FUNCTION

References(18)

Figures(0)

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