Fundamentals of Partial Differential Equations

ATUL RAZDAN served at the Department of Mathematics, University of Delhi, India, 2004–2008. He started his career as Lecturer in 1995 at Indira Gandhi National Open University (IGNOU), New Delhi, India, until 2004. His area of research is algebra on which he has published several papers in journals of international repute.V. RAVICHANDRAN is Professor of Mathematics at the National Institute of Technology, Tiruchirappalli, India. He held positions at Universiti Sains Malaysia (from 2004–2007 and from 2011–2012) and at the University of Delhi, India (from 2007–2018). He specializes in geometric function theory and published more than 150 research papers. Since 2004, he has served as Editor of the Bulletin of the Malaysian Mathematical Sciences Society.

• Classical Vector Analysis.- Ordinary Differential Equations.- Partial Differential Equation Models.- Partial Differential Equations.- General Solution and Complete Integral.- Method of Characteristics.- Separation of Variables.- Method of Eigenfunctions Expansion.- Fourier Transforms.-  Laplace Transform.

“This is a textbook for undergraduate engineering students. … Many topics of the book are supplemented by historical remarks … .” (Lutz Recke, zbMATH 1497.35001, 2022)“This new book on partial differential equations (PDEs) is primarily directed at upper-level undergraduate students in physics and engineering. It would also be appropriate for mathematics students either at that stage or in early graduate studies. … the text is clear and well written.” (Bill Satzer, MAA Reviews, October 31, 2022)