Superstrings in the geometrical approach and constrained super--WZNW models

TL;DR

This paper explores the connection between superstring dynamics, super-WZNW models, and nonlinear systems using geometric surface theory, revealing new insights into their interrelations.

Contribution

It introduces a geometric approach to relate superstring theory with supersymmetric integrable systems and super-WZNW models, providing a novel perspective.

Findings

Links between superstring dynamics and super-WZNW models established

Supersymmetric nonlinear systems shown to be related to superstring models

Geometric methods facilitate understanding of superstring and super-WZNW connections

Abstract

By use of geometrical methods of surface theory we demonstrate links of Green-Schwarz superstring dynamics with supersymmetric exactly-solvable nonlinear systems and super-WZNW models reduced in an appropriate way.