Synopsis
Numerical methods have always been useful but their role in the present-day scientific research has become prominent. For example, they enable one to find the roots of transcendental equations and in solving nonlinear differential equations. Indeed, they give the solution when ordinary analytical methods fail. This well-organized and comprehensive text aims at enhancing and strengthening numerical methods concepts among students using C++ programming, a fast emerging preferred programming language among software developers. The book provides an synthesis of both theory and practice. It focuses on the core areas of numerical analysis including algebraic equations, interpolation, boundary value problem, and matrix eigenvalue problems. The mathematical concepts are supported by a number of solved examples. Extensive self-review exercises and answers are provided at the end of each chapter to help students review and reinforce the key concepts.
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About the Author
Nita H. Shah, Ph.D., is Reader in the Department of Mathematics, Gujarat University. She is a post-doctoral fellow from University of New Brunswick, Canada and is visiting faculty at various universities. Dr. Shah has published over 90 research articles in various national and international journals. She is Editor-in-Chief of Indian Journal of Mathematics and Mathematical Sciences.
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