What are the Best Books for Learning Elementary Quantum Field Theory and Particle Physics?

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Discussion Overview

The discussion revolves around recommendations for books on elementary quantum field theory (QFT) and particle physics, as well as the necessary mathematical background for understanding these topics. Participants share their opinions on the order of reading and the relevance of various mathematical concepts.

Discussion Character

  • Exploratory
  • Technical explanation
  • Debate/contested

Main Points Raised

  • One participant requests suggestions for books on elementary QFT and particle physics, expressing uncertainty about where to start and what mathematical knowledge is needed.
  • Another participant recommends a sequence of books: Griffiths' "Introduction to Elementary Particle Physics," followed by Aitchison and Hey's "Gauge Theories in Particle Physics," and then Maggiore's "A Modern Introduction to Quantum Field Theory," before moving on to more well-known texts like those by Zee, Peskin and Schroeder, and Ryder.
  • A participant notes that the required mathematics includes calculus in the complex plane, differential equations (particularly Green's functions), linear algebra, and familiarity with the Dirac delta function, suggesting that advanced mathematics is not necessary.
  • Another participant praises Peskin and Schroeder's book, adding that knowledge of Fourier transforms and group theory is also important, and suggests that Peskin and Schroeder can serve as a resource for learning group theory.
  • A later reply mentions that learning group theory concurrently with QFT and particle physics is beneficial, and that the recommended books introduce necessary concepts without overwhelming the reader with unrelated material.
  • One participant expresses mixed feelings about Peskin and Schroeder, stating that while some parts are good, others can be confusing. They also recommend Srednicki's book as a better option after the initial readings.

Areas of Agreement / Disagreement

Participants generally agree on the importance of certain foundational texts and mathematical concepts, but there are differing opinions on the clarity and effectiveness of specific books, particularly Peskin and Schroeder. The discussion remains unresolved regarding the best approach to learning group theory in relation to QFT.

Contextual Notes

Participants express varying levels of confidence in the recommended books and the mathematical prerequisites, indicating that personal preferences and experiences may influence their suggestions.

vinay uppal
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Could someone suggest a good book for elementary QFT and particle physics?(I don't know which to read first). I have very little idea about QFT. Could someone also tell me what maths knowledge is required?
 
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vinay uppal said:
Could someone suggest a good book for elementary QFT and particle physics?(I don't know which to read first). I have very little idea about QFT. Could someone also tell me what maths knowledge is required?

I would suggest

In order: Griffiths, Introduction to Elementary Particle Physics

Then: Aitchison and Hey, Gauge Theories in Particle Physics

Then: Maggiore, A Modern Introduction to Quantum Field Theory.

Then the more well-known books by Zee, Peskin and Schroeder, Ryder, etc.


As for maths, you need calculus in the complex plane, differential equations (Green's functions in particular), linear algebra, you need to know about the Dirac delta function. You don't need very advanced maths, actually.
 
Hey thanks a lot.
 
I think Peskin and Schroder is brilliant.

You'll also need Fourier transforms before you start, and concurrently learning some group theory is helpful. P&S is a good place to start with group theory as well.
 
schieghoven said:
I think Peskin and Schroder is brilliant.

You'll also need Fourier transforms before you start, and concurrently learning some group theory is helpful. P&S is a good place to start with group theory as well.

Thanks. Any good book for group theory?
 
vinay uppal said:
Thanks. Any good book for group theory?

It's better to learn it as you go, while doing QFT and particle physics. The books I mentioned introduce a bit of group theory, as much as you need to see the applications in particle physics. You could pick up math books on group theory but you would then have to learn a lot of stuff not used in particle physics before getting to what is required so it's not the nest way to do it (If you do use math books, make sure that you focus on the sections on Lie algebras).

It's true that Fourier transforms are important.

As for Peskin and Schroeder, I think that some part of it are good but some are confusing.

Oh, I forgot: an ever better QFT book after you will have gone through the ones I mentioned is the book by Srednicki
 

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