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Novel Soliton Solutions for Davey–Stewartson by Mustafa mızrak is a document available to read on EtoBox.
This study presents novel periodic and optical soliton solutions for the Davey–Stewartson system using a generalized Jacobi elliptic expansion method. The authors derive various Jacobi elliptic wave function solutions that can degenerate into hypergeometric and periodic functions, showcasing dynamic behaviors of wave propagation. The results contribute to the understanding of nonlinear partial differential equations in fields such as optics and quantum physics.
- Author
- Mustafa mızrak
- Language
- EN