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    Numerical Analysis for Scientists and Engineers: Theory and C Programs

    ISBN-10: 1842653644
    ISBN-13: 9781842653647
    Edition: 2007
    Author(s): Madhumangal Pal
    Description: Numerical Analysis for Scientists and Engineers develops the subject gradually by illustrating several examples for both the beginners and the advanced readers using very simple language. The classical and recently developed numerical methods are  More...
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    List Price: $98.00
    Copyright Year: 2007
    Publisher: Morgan & Claypool
    Binding: Cloth Text 
    Pages: 654
    Size: 7.75" wide x 9.75" long x 1.50" tall
    Weight: 3.234
    Language: English

    Numerical Analysis for Scientists and Engineers develops the subject gradually by illustrating several examples for both the beginners and the advanced readers using very simple language. The classical and recently developed numerical methods are derived from mathematical and computational points of view. Different aspects of errors in computation are discussed in detailed. Some finite difference operators and different techniques to solve difference equations are presented here. Various types of interpolation, including cubic-spline, methods and their applications are introduced. Direct and iterative methods for solving algebraic and transcendental equations, linear system of equations, evaluation of determinant and matrix inversion, computation of eigenvalues and eigenvectors of a matrix are well discussed in this book. Detailed concept of curve fitting and function approximation, differentiation and integration (including Monte Carlo method) are given. Many numerical methods to solve ordinary and partial differential equations with their stability and analysis are also presented. The algorithms and programs in C are designed for most of the numerical methods. This book is also suitable for competitive examinations like NET, GATE and SLET, etc.

    Errors in numerical computations
    Calculus of finite differences and difference equations
    Interpolation
    Solution of algebraic and transcendental equations
    Solution of system of linear equations
    Eigenvalues and eigenvectors of a matrix
    Differentiation and integration
    Ordinary differential equations
    Partial differential equations
    Least squares approximation

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