Monodromy Matrix in the PP-Wave Limit
Ashok Das, Jnanadeva Maharana, A. Melikyan
TL;DR
This paper constructs the monodromy matrix for gauged WZWN models in the plane wave limit, exploring its properties and implications for integrable systems.
Contribution
It introduces a novel construction of the monodromy matrix specifically for gauged WZWN models in the plane wave limit, expanding understanding of their integrability.
Findings
Monodromy matrix successfully constructed for the models.
Properties of the monodromy matrix analyzed.
Implications for integrability discussed.
Abstract
We construct the monodromy matrix for a class of gauged WZWN models in the plane wave limit and discuss various properties of such systems.
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