Advanced Engineering Mathematics

good to read for engineering student..good to read for engineering student.good to read for engineering student.good to read for engineering student.good to read for engineering student.good to read for engineering student.good to read for engineering student.good to read for engineering student.good to read for engineering student.good to read for engineering student.good to read for engineering student.good to read for engineering student.good to read for engineering student.good to read for engineering student.good to read for engineering student.good to read for engineering student.good to read for engineering student.good to read for engineering student.good to read for engineering student.good to read for engineering student.good to read for engineering student.good to read for engineering student.good to read for engineering student.good to read for engineering student.good to read for engineering student.good to read for engineering student.good to read for engineering student.good to read for engineering student.good to read for engineering student.good to read for engineering student.good to read for engineering student.good to read for engineering student.good to read for engineering student.good to read for engineering student.good to read for engineering student.good to read for engineering student.good to read for engineering student.good to read for engineering student.

I used this text in junior year for a one-semester advanced math class. However, this is the biggest textbook I have owned- little of it is applicable to any one class. However, it is fairly clear and readable as mathematics texts go and I have found it to be an excellent reference for independent use afterwards. It explains many useful techniques for confronting ODEs, PDEs, fourier analyses, and introductory complex analysis. It is clear enough to start practice problems without a professor having to tell you how any problems can be solved. It does not have the most detail, but it shouldn't be- It is a huge comprehensive book, and for further details you probably need a very specialized source anyway.

I am not a math major and I don't consider myself to be a smart person, but I did make "A's" in Cal I, II, and III. I also made an "A" in Higher Engineering Math/Differential Equations, but it was not because of this book. It is a very difficult book to read in terms of trying to teach yourself differential equations. Fortunately, I had a great teacher. Ironically, he was teaching straight out of this book. If it had not been for him to interpret this book and point out all of the mistakes in the book, I could not have learned this material on my own. The newer version is the same with the mistakes supposedly corrected. If you like to learn theory and proofs while you are learning how to work problems, then you may find this book to be okay. The layout is not presented in a clear manner, and the explanations are not concise. As I mentioned, I am not a math major and I am not going to be proving anything in grad school, so take my opinion with a grain of salt. I am just a user of math.

nice compilation of topics for advanced students/professionals (in science/engineering/mathematics) who need a good math reference. This is a good choice for you. perhaps a bit tough if you were just going through it for the first time or on your own without access to a teacher/tutor.

This was my recommend book for a course. Didn't enjoy reading it though.