Fourier Series

* Physical This book has 336 printed pages on good-quality paper. It has B&W text and graphs. * Target Audience; H.N.D, Undergraduate, Graduate, Masters? In my humble opinion, it is for Math or Electrical and Electronic Engineering, Electrical and Computing Engineering, second year, or Mechanical Engineering as required. * What's in the book? (1) Trigonometric Fourier Series, (2) Orthogonal Systems, (3) Convergence of Trigonometrical Fourier Series (4) Trignomentrical Series with Decreasing Coefficients (5) Operations on Fourier Series (6) Summation of Trigonomentrical Fourier Series (7) Double Fourier Series. the Fourier Integral (8) Bessel Functions and Fourier Bessel Series, (9) the Eigenfunction Method and its Applications, Answers, Bibliography, Index. * What are the best bits? If you would be interested to know a explanation for what transforms are used, the cosine transform is used to create JPEG files. And transforms become widely applied in digital signal-processing circles. Suppose you're doing an Electrical and Electronic or Electronic and Computing degree. In that case, you will only need chapters 1 and 2 and perhaps 3 to give you very clear comprehension about basic Trigonometrical Fourier Series. I have looked into applying Fourier series techniques in several books but this is THE clearest explanation I have ever read. And this chapter on its own is worth the book price. I mean it. I read these first two chapters and in four hours I grasped it clearly, it is amazingly clear with this book. After brushing up in a Stroud Engineering book (any year) about the Integration - by - parts formula structure. The further mathematical chapters are all clearly explaining too. Its feature has uniformly great and really good explanations. I am continuing to explore these topics and there's a lot of repetition so when you grasp some, you grasp a lot more than you think your doing. This book is EXTREMELY helpful. I recall that when I was an undergraduate, my first lesson at the start of my second year was three - hours of this exact topic. Even the student who would receive a first, failed this topic first time around. We had to do this differently. So don't be worried about this initial complex nature. I am going to reread this to firm up my comprehension. * Summary This is THE best book for the Trigonometrical Fourier Series within Electrical and Electronic Engineering type degree-level studies. You only require the first three chapters to conquer this if this is your degree, and it's worth buying this book. The rest of the book is beautiful to explain this technique further for a Math degree. I

Really good book--you need some background knowledge (any introductory analysis book can help with that) but if you've taken more advanced calculus courses this book reads itself!

Lo que he leído del libro a resuelto perfectamente las dudas que me quedaron cuando se pasó este tema en el aula.

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.

The quality of the pages and the writing is good. The Bessel functions are useful.