The tanh method for traveling wave solutions of nonlinear equations

By Abdul-Majid Wazwaz. Applied Mathematics and Computation, 2004

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An analytical method for solving exact solutions of the nonlinear Bogoyavlenskii equation and the nonlinear diffusive predator–prey system (2016, methodology): “Many powerful methods have been presented by diverse group of mathematicians and physicists such as the Sumudu transform method [5–7], the Hermite–Pade approximation method [8], the solitary wave ansatz method [9,10], the complex hyperbolic function method [11,12], ðG0=GÞ-expansion method [13–21], t”
New Solitary Wave Solutions for Variants of (3+1)-Dimensional Wazwaz-Benjamin-Bona-Mahony Equations (2020, methodology): “In recent years, several efficient methods including method of extended tanh [1, 2], tanh-coth [3, 4], Hirota’s direct [5, 6], sine-cosine [7, 8], extended direct algebraic [9, 10], extended trial approach [11, 12], Exp [-φ(ξ)]-Expansion [13, 14], a new auxiliary equation [15, 16], Jacobi elliptic a”