-500x500.jpg "Advanced Engineering Mathematics")
Advanced Engineering Mathematics
- Author Dr. A.B. Mathur and Prof. V.P. Jaggi
- ISBN: 978-93-87394-36-0
- ₹ 399.00
-
₹ 319.20
| Book Detail | |
| Publication Year | 2001 |
| ISBN-13 | 978-93-87394-36-0 |
| ASIN | 93-87394-36-0 |
| Language | English |
| Edition | 2nd |
| Pages | 1312 |
| Preface | |
| Preface | This book has been written to meet the requirements of the undergraduate and the post-graduate students of Engineering. The students preparing the A.M.I.E., I.E.T.E., M.Sc. (physics) and M.Sc. mathematics examinations will also find this book highly useful. The subject-matter is presented in a simple and clear style. The theory in each chapter is logically developed and is self explanatory. Each chapter contains a large number of problems selected from various university examinations. Several problems selected from various university examinations. Several problems on each topic have been worked out to make the subject clear. We are extremely thankful to Pro. J.C. Bhatia, Ph.D., D.Sc., Professor and Head of Mathematics Deptt., Delhi College of Engineering for going through the manuscript and making valuable suggestions for improvement. The present form of the book is due to his keen interest and untiring efforts to make this volume complete in all respect. Suggestions for further improvement of the book shall be gratefully acknowledged. |
| Table of Contents | |
| Table of Contents | * Determinants and Matrices * Co-ordinate Geometry of Three Dimensions * Partial Differentiation * Multiple Integrals * Vector Algebra * Vector Calculus * Fourier Series and Harmonic Analysis * Differential Equations of First Order * Applications of First Order Differential Equations * Linear Differential Equations * Applications of Linear Differential Equations * Improper Integrals and Special Functions * Series Solution and Special Functions * Partial Differential Equations * Applications of Partial Differential Equations * Laplace Transformations * Functions of Complex Variables * Integral Transforms * Statistics and Probability * Numerical Methods and Finite Differences. |
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