“…Consequently, in nonlinear sciences, the search for mathematical approaches for creating the analytical solutions to NEEs is currently a crucial and vital task. In recent years, numerous techniques for addressing NEEs have been developed, including F-expansion technique [1], spectral methods [2], exp −ϕ ς -expansion [3], tanh-sech method [4], Hirota's method [5], extended trial equation [6], extended tanh-coth method [7,8], Lie's symmetry analysis [9][10][11], He's semi-inverse method [12], generalized exponential rational function [13], generalized Riccati simplest equation [14,15], new auxiliary equation approach [16], perturbation method [17], G ′ /G -expansion [18,19], improved Sardar subequation [20], Jacobi elliptic function [21,22], modified simple equation method [23], and more recent techniques.…”