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1: Basic intro with examples
I teach BVPs at the undergraduate level and I use this text for classroom examples. It presents classical methods for solution of BVPs. Mathematics is provided at the application level so this not a reference for someone interested in the mathematics of PDEs. It does provide references (dated) that I have found useful for additional material. Most are inexpensive so you can add them to your library. Will DOVER consent to placing all of its texts in KINDLE format?
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2: A handy lecture series that is easy to access
This is a series of lectures that introduce partial differential equations for engineers and scientists. It is written clearly and carefully, using approachable language to build a conceptual understanding of the phsyical phenomena that inspire the mathematical approach.
This probably won't satisfy people interested in applied mathematics, but engineers should find this a sensible approach. I'd suggest that this could be read alongside an advanced mathematics textbook and will aid the understanding, application and solving of many vital applied physics problems.
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3: Review by BSM
Good book to gain an understanding of the basics involved in PDE's. Could use more worked through examples as applied to practical problems.
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4: Wanna teach yourself PDE's?
If you want to teach yourself PDE's, then this is certainly a great, and affordable book to get started with. As other reviewers have said, the book could certainly go into more depth, but there is no one book that can completely teach you one subject. My advice would definitely be to use this book to get started, and to use other books to go further.
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5: Simply Great!
The book is simple, interesting to read, just like a story book or a news article, and can be used as an introductory textbook for PDEs.
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