Best book for learning QFT and the SM?

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In summary, I would recommend "An Introduction to the Standard Model of Particle Physics" by W. N. Cottingham, "Introduction to Elementary Particles" by D. J. Griffiths, and "Introduction to High Energy Physics" by D. H. Perkins.
  • #1
Aidyan
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I have the basics of CM, relativity and non relativistic QM but never went much beyond KG and the Dirac equation. So I need a good intro to QFT, particle physics and the SM. Ideally with an emphasis more on the theoretical side than only experimental.

I had a good feeling with "An Introduction to the Standard Model of Particle Physics", W. N. Cottingham, D. A. Greenwood. But I'm not sure.

What about "Introduction to Elementary Particles" of D. J. Griffiths, or "Introduction To High Energy Physics" of D. H. Perkins?

Others? Which would you suggest?
 
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I recommend the pedagogical two-volume set By Aitchison and Hey,

Gauge Theories in Particle Physics Volume I: From Relativistic Quantum Mechanics to QED

Gauge Theories in Particle Physics Volume II: QCD and Electroweak Theory

with Griffiths used for any background that might be necessary.
 
  • #3
I recommend the brilliant series by Stev Weinberg, Quantum Theory of Fields three volumes and Coleman lecture notes on QFT.
in other hand Griffiths book introduction to particle physics is a good text at the early stages in the field of High energy physics
 
  • #4
Peskin and Schroeder. You should also find David Tong's lecture notes online, which are a sort of introduction to P&S.
 
  • #5
"Symmetry and the Standard Model" by Matthew Robinson, after that Srednicki
 
  • #6
Aidyan said:
I have the basics of CM, relativity and non relativistic QM but never went much beyond KG and the Dirac equation. So I need a good intro to QFT, particle physics and the SM. Ideally with an emphasis more on the theoretical side than only experimental.

I had a good feeling with "An Introduction to the Standard Model of Particle Physics", W. N. Cottingham, D. A. Greenwood. But I'm not sure.

What about "Introduction to Elementary Particles" of D. J. Griffiths, or "Introduction To High Energy Physics" of D. H. Perkins?

Others? Which would you suggest?

If you do this on your own (self study) then you'll prefer the pedagogical books:

"Introduction to Elementary Particles" by D. J. Griffiths

Maybe the best for a self study introduction with the minor disadvantage that it doesn't
uses the modern chiral representation. It gets you going in Feynman diagrams.

"Quantum Field Theory" by Lewis H. Ryder

Complementary to Griffiths in the sense that it handles the Poincaré group, Gauge theory
and so on in a good introductory way, subjects which aren't treated in Griffiths.

I do agree with George about the good pedagogical value of the set by Aitchison and Hey.

"Gauge Theories in Particle Physics Volume I: From Relativistic Quantum Mechanics to QED"
"Gauge Theories in Particle Physics Volume II: QCD and Electroweak Theory"



A newer up to date book which introduces most of the main topics of the SM is:

"A modern introduction to Quantum Field Theory" by Michele Maggiory

And for a number of subjects, especially as a path integral introduction,
there is of course:

"Quantum Field Theory in a nuthshell" by Anthony Zee

and not to forget that we finally have a reprint of Feynman's own path integral
book written together with Hibbs.


About books like those of Weinberg, Peskins and Schroeder, Itzykson and Zuber.
These are not the most appropriate for self study, you'll appreciate them later on.
(Weinberg's treatment of the Electroweak sector in volume II is a good exception
for self study though)

Hans.
 
  • #7
I'm a beginner at QFT, which, perhaps makes me MORE qualified to answer.

Definitely Aitchison and Hey out of all the books I've looked at.

It's a difficult subject, so I think it makes sense to pick the easiest book to start out with.
 
  • #8
Another vote for Aitchison & Hey.
 
  • #9
Thanks so far. I only wonder why Aitchison & Hey get so many votes here, but on Amazon they have only two reviews (even tough very positive), while e.g. Zee got many more during the same period since 2007? Is this only due to commercial/visibility reasons or is there also some reason because of the style and contents?
 
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Aidyan said:
Thanks so far. I only wonder why Aitchison & Hey get so many votes here, but on Amazon they have only two reviews (even tough very positive), while e.g. Zee got many more during the same period since 2007? Is this only due to commercial/visibility reasons or is there also some reason because of the style and contents?

I think that's right. I think every B&N I've visited has a copy of Zee. And it has "Nutshell" in the title.

Zee always struck me as a book that might be more valuable after struggling through a few more traditional books. I'm really skeptical of the claims that people have learned QFT from it.
 
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FAQ: Best book for learning QFT and the SM?

What is the best book for learning Quantum Field Theory and the Standard Model?

The best book for learning Quantum Field Theory and the Standard Model is subjective and depends on the individual's background and learning style. Some popular choices include "Quantum Field Theory for the Gifted Amateur" by Tom Lancaster and Stephen J. Blundell, "Quantum Field Theory in a Nutshell" by A. Zee, and "Quantum Field Theory and the Standard Model" by Matthew D. Schwartz.

Do I need a strong mathematical background to understand QFT and the SM?

Yes, a strong understanding of linear algebra, calculus, and group theory is necessary to fully grasp the concepts in QFT and the SM. However, some introductory books provide a gentle introduction to the necessary mathematical tools.

What are some good resources for supplementing my learning from a book?

Some good resources for supplementing your learning from a book include online lecture notes and videos, problem sets with solutions, and discussion forums or study groups. Additionally, attending seminars and conferences on QFT and the SM can also enhance your understanding.

Is it necessary to have a background in quantum mechanics before learning QFT and the SM?

Yes, a basic understanding of quantum mechanics is necessary before diving into QFT and the SM. It is recommended to have taken at least one introductory course in quantum mechanics before delving into these topics.

Are there any prerequisites for learning QFT and the SM?

Aside from a strong mathematical background and basic knowledge of quantum mechanics, it is also helpful to have a familiarity with classical mechanics and electromagnetism. Some books may also assume prior knowledge of special relativity.

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