$Bifurcation of some new traveling wave solutions for the time–space M- fractional MEW equation via three altered methods$

Bifurcation of some new traveling wave solutions for the time–space M- fractional MEW equation via three altered methods

<p dir="ltr">In this work,1/G′, modified (G′/G<sup>2</sup> ) and new extended direct algebraic methods are proposed to construct the novel exact traveling wave solutions in the form of trigonometric, hyperbolic and exponential functions of the time-fractional modified equ...

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Bibliographic Details
Main Author:	Imran Siddique (12705185) (author)
Other Authors:	Khush Bukht Mehdi (17269258) (author), Mohammed M.M. Jaradat (17269252) (author), Asim Zafar (17269255) (author), Mamdouh E. Elbrolosy (17380606) (author), Adel A. Elmandouh (17380609) (author), Mohammed Sallah (17380612) (author)
Published:	2022
Subjects:	Mathematical sciences Mathematical physics Pure mathematics Time-fractional modified equal width equation M−Fractional derivative Three efficient methods Exact traveling wave solutions Bifurcation theory Phase portrait
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Bifurcation of some new traveling wave solutions for the time–space M- fractional MEW equation via three altered methods

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