SERGE Y DOKA
Articles written in Pramana – Journal of Physics
Volume 96 All articles Published: 13 January 2022 Article ID 0026 Research Article
Traveling-wave solutions of the Klein–Gordon equations with M-fractional derivative
ALPHONSE HOUWE HADI REZAZADEH AHMET BEKIR SERGE Y DOKA
Based on two algorithm integrations, such as the exp(−$\phi$(ξ))-expansion method and the hyperbolic function method, we build dark, bright and trigonometric function solution to the Klein–Gordon equations with M-fractional derivative of order α. By adopting the travelling-wave transformation, the constraint condition between the model coefficients and the travelling-wave frequency coefficient for the existence of soliton solutions is also obtained. Moreover, miscellaneous soliton solutions obtained is depicted in 3D and 2D.
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