Quantum group generalization of the heterotic QFT - INSPIRE

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Quantum group generalization of the heterotic QFT

Aug 3, 1992

13 pages

Published in:

Phys.Lett.B 300 (1993) 66-72

DOI:

10.1016/0370-2693(93)90750-C

Report number:

PRINT-92-0294 (CBPF,RIO),
IC-92-138

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Abstract: (Elsevier)

By the use of the generalized Grassmann algebra provided by quantum groups we introduce a new class of fields in two dimensions which have deformed commutation relations. We give the action involving this new class of fields and a bosonic scalar field and show that this action has a symmetry that resembles supersymmetry. We also construct the path-integral formalism for this new class of fields and compute the propagator for them in the context of the q -heterotic model.

field theory
dimension: 2
supersymmetry: heterotic
algebra: Grassmann
algebra: deformation
path integral
propagator

References(10)

Figures(0)

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