Title of article
A Boiti-Leon Pimpinelli equations with time-conformable derivative
Author/Authors
Ait Touchent, Kamal Department of Mathematics - FSTE Moulay Ismail University, Morocco , Hammouch, Zakia Department of Mathematics - FSTE Moulay Ismail University, Morocco , Mekkaoui,Toufi Department of Mathematics - FSTE Moulay Ismail University, Morocco , Unlu, Canan Department of Mathematics Istanbul University, Turkey
Pages
7
From page
95
To page
101
Abstract
In this paper, we derive some new soliton solutions to $(2+1)$-Boiti-Leon Pempinelli equations with conformable derivative by using an expansion technique based on the Sinh-Gordon equation. The obtained solutions have different expression such as trigonometric, complex and hyperbolic functions. This powerful and simple technique can be used to investigate solutions of other nonlinear partial differential equations.
Keywords
Sinh-Gordon expansion method , $(2 1)$-dimensional fractional Boiti-Leon Pempinelli system , fractional conformable derivative
Journal title
International Journal of Optimization and Control: Theories and Applications
Serial Year
2019
Full Text URL
Record number
2594186
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