Zero modes of the SU(2)_k Wess-Zumino-Novikov-Witten model in Euler angles parametrization
Liliya Atanasova, Paolo Furlan, Ludmil Hadjiivanov
TL;DR
This paper derives the Poisson brackets of zero modes in the SU(2)_k WZNW model using Euler angles, providing a direct and explicit formulation of their algebraic structure.
Contribution
It introduces a direct derivation of the Poisson brackets for zero modes in the SU(2)_k WZNW model using Euler angles, which was not previously explicitly formulated.
Findings
Explicit Poisson brackets for SU(2)_k zero modes derived.
Euler angles parametrization simplifies the algebraic structure.
Provides a foundation for further analysis of WZNW models.
Abstract
The Poisson brackets of the SU(2)_k WZNW zero modes are derived directly, using Euler angles parametrization.
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