Mathematical Methods for Physics and Engineering Paperback – 1 January 2018

This can serve as a very good reference material for engineering mathematics. I would personally buy different books for different topics for a deeper understanding of the content since this is really only supposed to be used as a reference.

If you have a solid base of high school maths this book will make university maths really easy for you.The book is true to its name, i.e., for engineers and physicists, it does not dwell too much on the purely mathematical aspect it's, more applications oriented.But that does not dumbs it down, it rather makes it a rather specific book to get you to do your engineering and physics courses better.The results are stated and with clear lucid explanation/proof. Not very rigorous in that regard but nothing that requires anything beyond a firm grasp of +2 level maths.The book's back cover also states the same, it gets straight to the subject and it does a fantastic job.100% get this book if you struggle with University maths as I did.

The paper quality was good.

The Product was delivered in the best condition, The content of this book is essential for students who are pursuing their undergraduate in Physics. This book can be used to review math concepts for solving purposes as it starts from what a student has typically learnt in their class 11th and 12th in the Indian setup. Do purchase this book and get your concepts in math cleared!!!

Good one

I ordered the book b'cuz I wanted to study higher math (I'm currently in 11th).The book has lived up to my expectations. I learned a lot, all the way from integrations to probability to vector algebra. It might also serve as a good reference textbook for some people.It is a little expensive but is worth every penny.

This contains a lot of maths for one book. It starts with basic differential calculus and goes quite far into advanced maths. However, it is not for engineers. It lacks topics like boolean algebra, proposition logic, linear programming, convex geometry etc. It also has no chapter on lie groups, lattice, autonomous differential equations etc that postgraduate physics requires.

This book was and will always is to be the recommended mathematics books for an individual who loves physics and engineering. This book covers all the topics and concepts that we would ever need while studying the aforementioned disciplines. It is a thick and concise book. I recommend it for those individuals who loves to tinker with physics and engineering, especially electronics engineering, to put it in their bookshelfs.