978-620-2-67285-6

Fractional partial differential equations in nonlinear science

Exuberant closed from wave solutions for some fractional differential equations using nonlinear physical model

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Summary:

The book deals mainly enumerated new and further general closed form wave solutions, along with multiple exact solitary wave solutions of various nonlinear space-time fractional differential equations in mathematical physics. By treating two variables (G^'/G,1/G)- expansion method along with the properties of fractional order operator and complex wave transformation helps to perform different types of exact solitary wave solutions like kink, soliton, periodic, compacton, bell etc.. Moreover, this is an unique book in the field of nonlinear science where included the key conception about NLFDE and wave solutions, a relatively renewed technique with several examples in a comprehensive manner. So, I believe that this book truly helps to study in the arena of nonlinear science and mathematical physics.

Author:

M. A. Habib

Biographie:

I am M. A. Habib and obtained my B.Sc. & M. Sc. degree in Applied Mathematics from Noakhali Science and Technology University. From 2017, I have been research on nonlinear science, which included NLFDES and NLES and already published seven research papers in different international journals.

Number of Pages:

72

Book language:

English

Published On:

2020-07-09

ISBN:

978-620-2-67285-6

Publishing House:

LAP LAMBERT Academic Publishing

Keywords:

fractional calculus, (G'/G, 1/G)- expansion method, Fractional derivative

Product category:

MATHEMATICS / General