Isbn: 9788178002125 (5 résultats)

Etat : New. pp. 694.

Etat : New. pp. 694 2nd Revised Edition.

Etat : New. pp. 694.

Soft cover. Etat : New. Contents Preface. 1. Iterative methods. 2. Interpolation and difference methods. 3. Regression methods. 4. Differentiation and integration. 5. Differential equations. 6. Matrices and linear systems of equations. 7. Eigen values eigen vectors and their applications. 8. Properties of eigen values of complex matrices and quadratic forms. 9. Fourier series and Fourier transforms. 10. Partial differential equations and z transforms. Objective type questions. Answers. Mathematics is the basic foundation course for all engineering students and the subject is covered in several semesters. This book covers the topics of numerical methods matrices Fourier series and Fourier transforms along with partial differential equations and Z transforms. The subject matter has been presented in detailed and simple lucid way. The theory aspects are explained with illustrations and solved examples to help the students understand the concepts. Salient Features Numerical Methods is covered in the first five chapters. New topics like Cubic Spline method Adams Moulton method and Weedle's rule have been included. Matrices and linear system of equations explained. New topics like LU decomposition methods tridiagonal systems and Sylvester Law covered. Numerous solved examples are given in each chapter. 538 pp. …

Soft cover. Etat : New. 1st Edition. This book has been specially written for the first year students of engineering colleges affiliated to JNTU Hyderabad and it entirely covers the new 200910 syllabus. The subject matter has been presented in detail, in a simple form with clarity so as to enable students of varied background to understand the subject with little effort. An attempt has been made to explain the theory through illustrations, diagrams and examples for understanding the concepts involved keeping in mind the different levels of intelligence of students. Salient features A good number of solved examples along with a large number of graded problems in the exercises are provided under each topic and as well at the end of each chapter for practice A set of objective type questions are given in the last pages of the chapters for the convenience of students preparing for the examinations. Contents 1. Solution for Linear Systems 2. Eigen Values and Eigen Vectors and their Applications 3. Linear Transformations 4. Solution of Non-Linear Systems 5. Curve Fitting & Numerical Integration 6. Numerical Solutions of Initial Value Problems in Ordinary Differential Equations 7. Fourier Series 8. Partial Differential Equations.…