1
$\begingroup$

Possible Duplicate:
Good 1st PDE book for self study

I am an undergraduate student in applied mathematics, and I will be studying PDEs this Fall semester. I decided to get a few steps ahead of the class and downloaded a few articles about the subject, since it is still too early to tell which book we will be using (and the professor has not yet been decided), but the things I found proved to be too esoteric a level for me to understand the least: most of the concepts they make heavy use of revolve around concepts my university does not even teach at the undergraduate level, such as measure theory and higher-level analysis.

I took a course in ODEs, and I loved it. I got as far as to cover a few things regarding Fourier transforms and simple systems. I feel that I am at a very low level of mathematical maturity, however, but I am more than determined to improve as much as I can.

What are some good sources to learn PDEs that you guys know of, and that are not at the level of Einstein's equations? Thanks in advance!

  • 1
    [Does this answer your question?](http://math.stackexchange.com/questions/2827/good-1st-pde-book-for-self-study) or you're looking for newer suggestions?2012-02-22
  • 0
    I hadn't seen that thread. It's great! Thank you very much.2012-02-22
  • 1
    If that resolves, can I vote to close as exact duplicate?2012-02-22
  • 0
    Please go ahead. Thanks again!2012-02-22

0 Answers 0