Abstract
The generalized short wave equation (GSWW) is studied by three distinct methods. The Hirota’s bilinear method is used to derive multiple-soliton solutions for the completely integrable forms of the GSWW equation. The tanh–coth method is used to obtain single-soliton solutions for this equation. The Exp-function method is also applied to derive a variety of travelling wave solutions with distinct physical structures for this non-linear evolution equation.
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