Double Reduction on Modified Hunter-Saxton Equation

 




 

Lim, Kheng Roy (2018) Double Reduction on Modified Hunter-Saxton Equation. Final Year Project (Bachelor), Tunku Abdul Rahman University College.

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Abstract

In this project report, we study the Lie symmetry method and apply the multiplier approach method to find the conservation law on the modified Hunter-Saxton equation. We also verify the conserved vectors by applying the definition of conservation law. We determine whether Lie symmetries and conserved vectors are associated to modified Hunter-Saxton equation. We focus more on the double reduction method which is used to reduce the partial differential equation (PDE) into ordinary differential equation (ODE) for modified Hunter-Saxton equation and hence solve the equation to obtain exact solution.

Item Type: Final Year Project
Subjects: Science > Computer Science
Science > Mathematics
Faculties: Faculty of Computing and Information Technology > Bachelor of Science (Honours) in Management Mathematics with Computing
Depositing User: Library Editor
Date Deposited: 01 Apr 2019 08:02
Last Modified: 18 Aug 2020 08:51
URI: https://eprints.tarc.edu.my/id/eprint/1536
 
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