A Study on the Methodology of Dispersive Partial Differential Equation

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  • Gaurav Singh Sisodia Department of Applied Science & Humanities, Ch. Devi Lal State Institute of Engineering & Technology, Sirsa, Haryana, India


Dispersive, Equations, Differential


Nonlinear dispersive and wave equations are fundamental models to various regions of material science and building like plasma physical science, nonlinear optics, Bose-Einstein condensates, water waves, and general relativity. Delineations fuse the nonlinear Schrodinger, wave, Klein-Gordon, water wave, and Einstein's equations of general relativity. This field of PDE has seen an impact in development in the past twenty, most of the way by virtue of a couple of viable cross-treatments with various zones of science; mainly symphonious investigation, dynamical frameworks, and probability. It furthermore continues being a champion among the most powerful regions of investigation, rich with issues and open to various intriguing heading. The current paper highlights the methodology of dispersive partial differential equations.




How to Cite

Gaurav Singh Sisodia. (2019). A Study on the Methodology of Dispersive Partial Differential Equation. International Journal of Mathematics And Its Applications, 7(1), 253–256. Retrieved from https://ijmaa.in/index.php/ijmaa/article/view/289



Research Article