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March 3, 2026
Integrability, Darboux Transformation, and Symmetry Analysis of Deformed Variant Boussinesq System
SS
Suresh Kumar S
Puntos clave
This analysis shows the integrability of deformed variant Boussinesq systems, enhancing our understanding of nonlinear dynamics.
Key metrics demonstrate that Darboux transformations can simplify complex systems, revealing underlying symmetries.
Using symmetry analysis, this study explores the behavior and properties of nonlinear systems in depth.
These insights highlight the importance of symmetry and integrability in advancing mathematical physics and applied mathematics.
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Suresh Kumar S (Thu,) studied this question.
synapsesocial.com/papers/69a766edbadf0bb9e87def43
https://doi.org/https://doi.org/10.1007/s10958-025-08140-1
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Integrabilidad, Transformación de Darboux y Análisis de Simetría del Sistema Boussinesq Variant Deformado | Synapse