Based on the characteristics of the truncated Painlevé expansion method and the Exp‐function method, new generalized solitary wave solutions are constructed for the KdV‐Burgers‐Kuramoto equation, which cannot be directly constructed from the Exp‐function method. This work highlights the power of the Exp‐function method in providing generalized solitary wave solutions of different physical structures.
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Kim et al. (2012) studied this question.
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