Product Description
Details
An integral transform is an important tool to solve the initial and boundary value problems. The chapters focussing on integral transforms cover Laplace transform and its applications Fourier series Fourier tranforms and their applications. Salient features of the book: A large number of solved examples for better understanding of the subject Unsolved problems in the form of exercises for thorough practice Applications of differential equations and integral transform have been described in separate chapters Multiple choice questions after each section.
Additional Information
| Publisher | CBS Publishers & Distributors |
|---|---|
| Binding | Paperback |
| Size | 20.3 x 25.4 x 4.7 |
| Year | 2016 |
| Edition | 1st Edition |
| Pages | 560 |
| Author | R. Kumar |
| Subject | Mathematics & Statistics |
| About the Author | Rakesh Kumar is Reader in the Department of Mathematics Hindu College Moradabad. He did his PhD from Jamia Millia Islamia New Deihi. He is author of numerous research papers on wavelets and differential equations which have been published in various national and international journals. He has successfully organized a national conference in 2012. He is author of many text books and editor of the proceedings of the national conference. Nagendra Kumar is Reader in the Department of Mathematics MMH College Ghaziabad. He obtained his doctoral degree from Roorkee University (presently known as Indian Institute of Technology Roorkee). He worked as British Council Fellow to pursue postdoctoral studies at St. Andrews University Scotland for a year was awarded visiting associateship by Inter University Center for Astronomy and Astrophysics (IUCAA) Pune and a research award by UGC. He has published several research papers in the different fields of plasma physics solar physics and magneto hydrodynamics. He has also written many text books for undergraduate and postgraduate students. |