Constructs wave solutions to the nonlinear fractional Hirota–Maccari equation, indicating new insights into complex behaviors.
In this study, we construct several wave solutions to the nonlinear fractional Hirota–Maccari equation with a truncated M-fractional derivative via the extended sinh-Gordon equation expansion method. The constraint conditions that guarantee the existence of valid solutions are stated. We use suitable values of parameters in plotting the 2- and 3-dimensional graphs of the reported solutions.
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Sulaıman et al. (2019) studied this question.
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