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    •   BracU IR
    • Department of Mathematics and Natural Sciences (MNS)
    • Bachelor of Science in Mathematics
    • Thesis (Bachelor of Science in Mathematics)
    • View Item
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    Exact solutions of fractional differential equations by using new generalized (G´=G)-expansion method

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    12216003_MNS.pdf (432.1Kb)
    Date
    2018-10-25
    Publisher
    BRAC University
    Author
    Shafia, Humayra
    Metadata
    Show full item record
    URI
    http://hdl.handle.net/10361/11061
    Abstract
    In this thesis, Exact Solutions of fractional differential equations by using (G'/G)- Expansion Method the nonlinear partial fractional differential equations are renewed to the nonlinear ordinary differential equations by using the fractional complex transformation. We apply the extended (G´=G)-expansion method to generate travelling wave solutions to the time and space fractional derivative nonlinear KdV equation. The obtained solutions reveal that the extended (G´=G)-expansion method is very effcient and competent mathematical tool for generating abundant solutions and can be used world class of nonlinear evolution fractional order equations.
    Keywords
    Expansion method
    LC Subject Headings
    Differential equations, Partial--Numerical solutions.
    Description
    This thesis is submitted in partial fulfilment of the requirements for the degree of Bachelor of Science in Mathematics 2018.
     
    Cataloged from PDF version of thesis.
     
    Includes bibliographical references (page 44-49).
    Department
    Department of Mathematics and Natural Sciences, BRAC University
    Collections
    • Thesis (Bachelor of Science in Mathematics)

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