Master symmetries of non-linear systems

Published 9 Apr 2024 in nlin.SI, math-ph, and math.MP | (2404.06384v1)

Abstract: We explore new symmetries in two-component third-order Burgers' type systems in (1+1)-dimension using Wang's O-scheme. We also find a master symmetry for a (2+1)-dimensional Davey-Stewartson type system. These results shed light on the behavior of these equations and help us understand their integrability properties. Our approach offers a practical method for identifying symmetries, contributing to the study of integrable systems in mathematics and physics.

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Nitin Serwa

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