paperback. Condition: New. Ship out in 2 business day, And Fast shipping, Free Tracking number will be provided after the shipment.Paperback. Pub Date: November 2006 Pages: 253 Language: Chinese Publisher: Science Press the key institutions recommended textbook: numerical methods study guide is written with the author numerical methods (published by Science Press ISBN7-03-015964-0) the supporting learning reference books. the book is divided into seven chapters. including the content and error analysis of numerical methods. direct methods and iterative methods for the numerical solution of nonlinear equations. linear equations. function approximation. interpolation and curve fitting. numerical integration and differentiation. ordinary differential equations of the initial value problem and the numerical solution of boundary value problems. numerical solution of the matrix eigenvalue and eigenvector. Each chapter is divided into three sections. the first section describes the basic concepts and main conclusions. section II gives a typical example of the detailed answers; Section III problem solutions and answers given in Class A in the main textbook exercises. The appendix gives the results on questions of C language source code and the program runs. the contents of this section contains basically all the algorithms of the main materials. The indispensable supporting key institutions recommended textbook: numerical methods study guide as institutions of higher learning computer professional mathematics professional engineering undergraduate engineering graduate of learning the main textbook learning reference books are also available in Science and Engineering Technology workers calculated reference. Contents: Chapter 1 Introduction 1.1 Basic concepts and main conclusions objects and features of the 1.1.1 numerical methods 1.1.2 error and effective number of 1.1.3 algorithm optimization criterion 1.2 typical example Precision Solution 1.3 Chapter 1 Class A Problem Analysis 2.1.4 Newton iterative method. the basic concept of the answers to the numerical solution of the nonlinear equations of Chapter 2 2.1 and the main conclusions the 2.1.1 equation Root dichotomy 2.1.2 iterative method and its convergence 2.1.3 Steffenson accelerated convergence method 2.1. 5 Secant Method 2.2 Typical examples of fine solution 2.3 A-class exercises to answer direct method of the main conclusions of the basic concepts of Chapter 3. the numerical solution of linear equations 3.1 3.1.1 solving linear equations 3.1.2 Matrix triangle decomposition method 3.1.3 vector and matrix norm 3.1.4 iterative method for solving linear equations 3.2 Typical Example Precision Solution 3.3 Chapter 3 A-class exercises answers Chapter 4 interpolation function approximation curve fitting legitimate 4.1 Basic concept and main conclusions the 4.1.1 Lagrane interpolation 4.1.2 Newton Interpolation 4.1.3 the Hermite Interpolation Method 4.1.4 three spline interpolation 4.1.5 curve fitting method of least squares 4.2 Example Precision Solution Chapter 5. numerical integration and numerical differentiation 5.1 Basic concepts and main conclusions 5.1.1 Newtol-Cotes quadrature formula 5.1.2 5.1.3 Romberg quadrature formula complexification quadrature formula 5.1.4 Gauss quadrature formula 5.1.5 Differential value 5.2 typical example Precision Solution 5.3 No. 5 Chapter A class exercises analysis to answer the basic concept and the main conclusions of numerical solution of ordinary differential equations in Chapter 6 6.1 6.1.1 initial value problem Euler method footwork 6.1.4 6.1.2 Runge-Kutta methods 6.1.3 linear order 6.1.5 the first order of the error and stability of the numerical solution of ordinary differential equations. numerical solution of ordinary differential equations 6.1.6 Numerical Solution of BVPs 6.2 Typical Example Precision Solution 6.3 Chapter 6. Class A Problem analysis answers the first 7.2 typical example of Chapter 7 matrix eigenvalue and eigenvectors basic concept and the main. Seller Inventory # NE026630

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