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What is Asymptotic Techniques in Nonlinear Dynamics about?

This paper discusses recent advancements in asymptotic techniques for solving nonlinear differential equations, highlighting their effectiveness in both weakly and strongly nonlinear cases. It critiques traditional perturbation methods and introduces modified techniques such as the variational approach, homotopy, and iteration methods, emphasizing their applicability across various nonlinear dynamics problems. The paper also reviews various asymptotic methods, including singular perturbation and WKB methods

Author

Sumit Sharma

Language

EN