Linear Algebra and Partial Differential Equations is designed to provide a firm foundation on the basic notions, vector spaces, linear transformation and diagonalization of matrices, inner product spaces, partial differential equations and application of Fourier series to partial differential equations. In their trademark student-friendly style, the authors have endeavored to provide an in-depth understanding of the concepts that will help students to model various engineering problems and solve them by applying these methods.
Features:
• More than 300 solved examples
• More than 250 exercises with answers
• More than 200 Part A questions with answers
• Plenty of hints for problems
Table of Contents:
Preface
Acknowledgements
About the Authors
1. Vector Spaces
2. Linear Transformation and Diagonalization
3. Inner Product Spaces
4. Partial Differential Equations
5. Fourier Series Solutions of Partial Differential Equations
Index
Author info
Prof. P. Sivaramakrishna Das is currently professor of Mathematics at K.C.G. College of Technology, Chennai (a unit of Hindustan Group of Institutions). He has done pioneering doctoral research in the field of "Fuzzy Algebra" in a teaching career spanning over 50 years.
Prof. C. Vijayakumari retired as professor of Mathematics from Queen Mary's College (Autonomous), Chennai. With a teaching experience spanning over 40 years, she is an accomplished teacher of Mathematics and Statistics at both undergraduate and postgraduate levels and also holds a doctorate in Fuzzy Topology.
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