Kac-Moody Algebras Derived from Linearization Systems Using Zsub(N) Reduction and Extended to Supersymmetry

摘要

The hidden symmetries in various integrable models are derived by applying a newly developed method that uses the Riemann-Hilbert transform in a Zsub(N)-reduction of the linearization systems. The method is extended to linearization systems with higher algebras and with supersymmetry. (Atomindex citation 16:072740)