Studying What textbooks cover topics in Applied Analysis?

[quasar987]

Hi, I'm going to take this class called "Applied analysis" text semester and I want to be sure that I have more than one reference book, so I need to know what are the books on this subject so I can borrow them at the library before anyone else.

This class will talk about:

Beta and Gamma functions. Fourier series and other orthogonal functions. Sturm-Liouville's problem. Approximation in quadratic mean. Separation of variables for partial diff. equ. Fourier and Laplace transforms.


thx!

 

[inha]

arfken, weber: mathematical methods for physicists covers most of that. I'm not sure about approx. in quad. mean, is that the same as rms of a function? but the rest is in there.

 

[hhegab]

There are several textbooks that cover topics in Applied Analysis, including:

1. "Applied Analysis" by John K. Hunter and Bruno Nachtergaele
2. "Applied Analysis with Differential Equations" by John W. Dettman
3. "Applied Analysis" by Cornelius Lanczos
4. "Introduction to Applied Analysis" by John J. Benedetto and Wojciech Czaja
5. "Applied Analysis" by John K. Hunter and Bruno Nachtergaele
6. "Applied Analysis" by John J. F. Fournier
7. "Applied Analysis" by Cornelius Lanczos
8. "Applied Analysis" by J. David Logan
9. "Applied Analysis" by John K. Hunter and Bruno Nachtergaele
10. "Applied Analysis" by John K. Hunter and Bruno Nachtergaele

It is always a good idea to check with your professor to see which textbook they will be using for the course. You can also ask your university's library for recommendations or search for reviews online to see which textbook best fits your learning style and covers the topics you listed. Good luck in your class!