Construction of Analytical Solutions to the Conformable New (3+1)-Dimensional Shallow Water Wave Equation

This study investigates the new (3+1)-dimensional shallow water wave equation. To do so, definitions of conformable derivatives and their descriptions are given. Using Riccati equation modified Kudryashov methods, exact solutions to this problem discovered. The gathered data's contour plot surfaces related 3D 2D emphasize result's physical nature. monitor problem's activity, complete necessary. results demonstrate potential applicability additional nonlinear models from mathematical physics under-investigation in real-world settings. In order solve fractional differential equations, it may prove helpful use these methods various situations.