Rashid Nawaza’s research while affiliated with Abdul Wali Khan University Mardan and other places

... It has significant implications for many fields of science and engineering, fluid mechanics, mathematical physics, mathematical biology, hydrodynamics, and many others [1][2][3][4][5][6][7]. Since NLEEs are very difficult to unravel, so many powerful analytical and numerical methods are developed and established for solutions such as the sine-Gordon technique [8], the improved F-expansion approach [9], the enhanced ( ′ G G / )-expansion method [10,11], the binary Darboux transformation [12], the variational direct method [13], the extended version of exp (−ψ κ ( ))-expansion method [14], the Hirota direct methodology [15], the Lie symmetry approach [16,17], the extended Kudryashov method [18], the extended homoclinic test technique [19], the ′ G G G / , 1/ ( )expansion approach [20], the meshless method [21], the Mohand variational transform method [22], the Paul-Painlevé approach method [23], the exact solution method [24], the optimal auxiliary function method [25], the extended simple equation technique [26], the Bernoulli sub-ordinary differential equation approach [27], the (w g / )-expansion method [28], the improved F-expansion and unified methods [29], and the modified version of the new Kudryashov method [30]. ...

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Stability analysis, phase plane analysis, and isolated soliton solution to the LGH equation in mathematical physics