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Shazalina Mat Zin
Preferred name
Shazalina Mat Zin
Official Name
Shazalina, Mat Zin
Alternative Name
Zin, Shazalina Mat
Shazalina Mat, Zin
Main Affiliation
Scopus Author ID
55671645200
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PublicationIntroduction To Ordinary Differential Equation(Penerbit Universiti Malaysia Perlis, 2010)
; ; ;This book is intended for students who want to learn about calculus and differential equations in great depth. The core contents of the book discuss about the ‘ First Order and Second Order Differential Equation’. These two (2) chapters provide the students with a lot of examples together with solution methods. Meanwhile, ‘Laplace Transform’ topic introduces the students to an optional method other than the First Order or the Second Order Differential Equation, ‘Fourier Series’ topic discusses about the periodic function of Fourier Series where the techniques from the earlier chapters such as graphs, differentiation and integration will be adapted in this book. Basically, this book provides the basic knowledge of engineering mathematics in order to increase the comprehension of the students in term of differentiation, integration and periodic functions of series. By providing a lot of examples and exercise questions, the author hope this book may increase the understanding level and help the students to solve the questions and at the same time help them to use the theories and concepts which have been learnt to apply in their daily routine problems.1 21 -
PublicationApplication of hybrid cubic B-Spline collocation approach for solving a generalized nonlinear Klien-Gordon equation( 2014)
; ;Ahmad Abd Majid ;Ahmad Izani Md. IsmailMuhammad AbbasThe generalized nonlinear Klien-Gordon equation is important in quantum mechanics and related fields. In this paper, a semi-implicit approach based on hybrid cubic B-spline is presented for the approximate solution of the nonlinear Klien-Gordon equation. The usual finite difference approach is used to discretize the time derivative while hybrid cubic B-spline is applied as an interpolating function in the space dimension. The results of applications to several test problems indicate good agreement with known solutions.3 12