Numerics for Physics: Classics & Advanced Texts

  • Thread starter Thread starter Winzer
  • Start date Start date
  • Tags Tags
    advanced Physics
AI Thread Summary
For those interested in numerics for computation in physics, "Numerical Recipes" is highly recommended for its excellent topic coverage, though it may lack depth in some areas. The second edition is noted for its quality, while the third edition introduces object-oriented programming. Another solid introductory text is by Burden and Faires, which balances analysis with algorithm descriptions. It's advisable to seek used copies of older editions for better value. Overall, these texts provide a strong foundation for numerical analysis in physics.
Winzer
Messages
597
Reaction score
0
I am looking at getting into numerics. This will be mostly aimed at computation in physics.
What texts would recommend that are numeric classics? Also a list of texts from in terms of how advanced they are would be great.

My Math background: Calc 1-3, Linear Alg, Diff Eq, Math Phys., Complex Variables, PDEs, and Intro to
Scientific Computing. Soon to come Grad Math Phys and Analysis.

Thank you.
 
Physics news on Phys.org
Computation in physics can mean a lot of things. But a very nice book is Numerical Recipes, which was written by physicists. It can be a little light on description/analysis in places, but the choice of topics is superb and has generous lists of references. Chances are, whatever you are interested in doing, it discusses to some degree and can point you to more details. 2nd edition is really good - 3rd editio nhas a few new topics and is object oriented I think.

There are many more standard numerical analysis textbooks. A good intro book would be by Burden and Faires, which is a reasonable blend of analysis and algorithm descriptions. As always, used copies of old editions are usually the best bet.

good luck,

jason
 
TL;DR Summary: Book after Sakurai Modern Quantum Physics I am doing a comprehensive reading of sakurai and I have solved every problem from chapters I finished on my own, I will finish the book within 2 weeks and I want to delve into qft and other particle physics related topics, not from summaries but comprehensive books, I will start a graduate program related to cern in 3 months, I alreadily knew some qft but now I want to do it, hence do a good book with good problems in it first...
TLDR: is Blennow "Mathematical Methods for Physics and Engineering" a good follow-up to Altland "Mathematics for physicists"? Hello everybody, returning to physics after 30-something years, I felt the need to brush up my maths first. It took me 6 months and I'm currently more than half way through the Altland "Mathematics for physicists" book, covering the math for undergraduate studies at the right level of sophystication, most of which I howewer already knew (being an aerospace engineer)...

Similar threads

Replies
9
Views
4K
Replies
3
Views
3K
Replies
7
Views
2K
Replies
16
Views
5K
Back
Top