Fourier Series (Dover Books on Mathematics)

Can't say anything wrong about this book. Initially I bought this because I wanted to get a little more out of the PDE. But man, after the reading the first 2 chapters, I was hooked on the subject. The most interesting matter happens in 3, 4 and 5 and after that it gets really really good when he talks about Bessel functions and Eigenfunction methods in the last 2 chapters.I would say this is an excellent book on the subject matter. This is one of those extremely rare books that when you complete a page and flip, you will never have to flip back to recall. The explanation sticks to your mind perfectly.I think that I have understood many other topics well once I learned a little bit about fourier analysis. Some of the ideas such as convergence of fourier-bessel functions and almost every topic in chapter 9 is very well presented and useful in many other classes where particular books skip (or save pages) on these vital topics.

Must have handbook for fourier analysis!

First edition, relatively inexpensive book. I found a few typos in the first few pages- doubtlessly they were corrected in later printings. It seems like it would be a good book, if the typos didn't make the early equations unintelligible. If this book was recommended to you, buy a later edition.Found myself integrating derivatives in an attempt to trace where the new variable came from - another suspected typo - and not so much time actually learning about the Fourier Transformation.

I am a MSc student at Electronics and Telecommunications Engineering. Working on the field of Signal Processing so Fourier Series and Fourier Transforms are very important for me. This is why I ordered this book. I quickly had a look at the book. Easy to understand translation, understandable mathematical explanations. So it is like having a Mustang GT for $3.99. I recommend this book to engineers who are related with Fourier Series and Fourier Transforms(book itself doesn't deeply talk about Fourier Transform but it constructs a base for it)."#1 Best Seller in Functional Analysis Mathematics" is a well deserved title for this book.

Great book for Fourier Series. Well-explained for a topic that has the potential to be confusing depending on the angle the author chooses to approach it. Each book seems to have a different approach and I like how this book doesn’t jump to conclusions without a thorough explanation.

A fine book to read if you have some experience in the subject. The best part is the applications I n the last chapter. The detail and methodology helps get the idea across.

This is a great book, it covers most of what you need to know about Fourier series, the writting style is not the easiest to follow but the book is quite readable, and above all I think that the price cant be beaten. Definitely add a couple of bucks in your next Amazon order and get this wonderful book.

Fourier Transforms are fundamental to understanding many phenomena (such as signals) in science. You will not be able to understand any of the ideas and the reasoning without a very decent and solid grasp of math. Provided that you do have a good grasp on math this book is excellent as it points out not only why Fourier Transforms are needed, but also how to implement them.