TL;DR
This paper investigates the 3D-consistency property of negative symmetries in KdV type equations and explores its relationship with the 3D-consistency of discrete equations.
Contribution
It provides a novel analysis of 3D-consistency for negative symmetries and clarifies its connection to discrete equations.
Findings
Established the 3D-consistency property for negative symmetries of KdV equations
Explained the link between continuous negative symmetries and discrete 3D-consistency
Provided theoretical insights into the structure of integrable systems
Abstract
We study the 3D-consistency property for negative symmetries of KdV type equations. Its connection with the 3D-consistency of discrete equations is explained.
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Taxonomy
TopicsFluid Dynamics and Turbulent Flows