RAZY good QED: Top Textbooks for Independent Learning

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SUMMARY

The discussion centers on recommended textbooks for independent learning of Quantum Electrodynamics (QED). Key suggestions include Weinberg's "Quantum Theory of Fields" for foundational concepts and gauge theories, and Ryder's book as a suitable starting point. Peskin and Schroeder's text is noted for its depth but requires careful reading due to typos and misconceptions. Zee's "QFT in a Nutshell" is cautioned against for its potential to confuse learners, while Aitchison and Hey's books are praised for their clarity and detail, making them excellent for self-study.

PREREQUISITES
  • Understanding of Quantum Mechanics (QM)
  • Familiarity with gauge theories
  • Basic knowledge of quantum field theory (QFT)
  • Ability to interpret mathematical concepts in physics
NEXT STEPS
  • Study Weinberg's "Quantum Theory of Fields" for advanced QFT concepts
  • Read Ryder's textbook for foundational QED principles
  • Explore Peskin and Schroeder's book with a focus on careful reading
  • Investigate Aitchison and Hey's texts for a structured introduction to QFT
USEFUL FOR

Students and self-learners of quantum field theory, particularly those with a background in quantum mechanics seeking to deepen their understanding of QED and related concepts.

cabrera
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Hi,

I am interested on learning QED on my own. I have a good background in QM. What are the best textbook that would you recommend?

C
 
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The best textbooks are the ones by Weinberg, Quantum Theory of Fields (Vol. I for the foundations, Vol. II for gauge theories and the standard model, Vol. III covers SUSY).

Perhaps, however, it's not the best book to begin with. For that purpose I'd recommend Ryder's book. Also Peskin/Schroeder is not too bad, but has to be read very carefully, because it's full of typos and unfortunately also there are misconceptions on some points (e.g., even in a chapter about renormalization-group issues occur logarithms with dimensionful quantities, which is quite ironic, isn't it?).

The only book, I must warn about is Zee's QFT in a Nutshell. Usually people get confused from it!
 
It is just curiosity, vanhees71, it seems that Zee's book is highly reviewed over the web. What is the problem with it? Iwas thought QM in a brutal way. It was basically the two Cohen-Tannoudji Volumes. Al lot of vector space and group theory applied to some particular cases: Hamitonlian with some type of potential or under some type of coordianes. I learned the algebra but I did not undrestand the physics. I was able to solve a second order pertubration problem given a potential, but I could not explain why the Heinserberg principle explains atom's stability.

It studied it 17 year ago. I am re-learning QM by myself. I hated QM when i studied it. I am learning to love it now..I woould like a textbook that focus on the physics and less in the algebra of group theory...maybe I am talking rubbish
 
I think Zees book often gives very intuitive explanations, that's a plus. Sometimes these explanations are not too good, (for example on vacuum fluctuations), so that's a minus. The math is explained in some detail, especially at the beginning, but I think that he is sometimes a bit sloppy.
So I would say yes, read it , but use other books as well. (My experience is that in QFT it is good to read several books in parallel.)
BTW, there are many threads here on what the best intro to QFT is...
 
OK, I'll search them
 
The only book, I must warn about is Zee's QFT in a Nutshell. Usually people get confused from it!
I would add to this, "Quantum Field Theory", by Michio Kaku. I don't know what ever possessed me.
 
In my opinion the books by Aitchison and Hey

https://www.amazon.com/dp/1466513179/?tag=pfamazon01-20

are excellent for self-study of introductory quantum field theory. If you are not interested in going beyond an introduction to QED, the first volume will suffice. If you want to learn about QCD and electroweak theory, then also study the second volume.
 
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