Particle Would like some particle physics textbook-reading advice

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The discussion centers on the challenge of quickly acquiring a foundational understanding of Quantum Field Theory (QFT) and particle physics in preparation for upcoming lectures. The individual has a basic background in classical field theory and special relativity but lacks knowledge in group theory, which is essential for QFT. Suggestions include focusing on specific topics from Schwartz's "QFT and the Standard Model," although some participants argue that this book may be too advanced for a two-week study period. Instead, they recommend exploring introductory resources like "Modern Particle Physics" by Thomson and "Introduction to Elementary Particles" by Griffiths. The consensus emphasizes that QFT is complex and cannot be fully grasped in a short time, advising a more gradual approach to understanding particle physics concepts through lectures and supplementary materials rather than rushing through advanced texts.
WWCY
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Hi all,

I am in a bit of a funny situation where I need to pick up at least a cursory knowledge of QFT and particle physics in the space of two weeks. I borrowed "QFT and the Standard Model" by Schwartz but I have no idea how I should approach it. Ideally I'd pour through every page, but I definitely do not have the time to do so. Could someone suggest the topics (and their sequence) I should be focusing on? This is a link to the contents page: https://schwartzqft.fas.harvard.edu/

This is the current background I have: I know a little bit about classical field theory (Lagrangian/Lagrangian densities and whatnot) and special relativity from a course in Classical Electrodynamics. I also know a tiny bit of QFT/QED in the form of the quantisation of the EM field, however this was only a small part in a far-more-general course.

Also, I have no knowledge of Group Theory, so some advice regarding what I should read from this book (Intro to tensors and group theory for physicists): https://www.springer.com/us/book/9783319147932 would be nice as well!

Thanks in advance!

PS Basically I will be attending some lectures on particle physics in the summer holidays and after looking through the slides, I realized that I had absolutely no idea about what was going on. It's slightly worrying as I do wish to learn something from these lectures.

I've attached the slides to the introductory lecture: https://indico.cern.ch/event/709526/attachments/1670640/2686573/intro_pp_18.pdf
 
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WWCY said:
Basically I will be attending some lectures on particle physics in the summer holidays and after looking through the slides, I realized that I had absolutely no idea about what was going on. It's slightly worrying as I do wish to learn something from these lectures.

I've attached the slides to the introductory lecture: https://indico.cern.ch/event/709526/attachments/1670640/2686573/intro_pp_18.pdf
I think that Schwartz is overkill for this.

The Prerequisites link on

https://indico.cern.ch/event/709526/

states "No pre-requisites; this is an introductory overview."

Click on the Recording link at the URL I give above, and watch the whole lecture to see for yourself. No need to know about, e.g., SU(3) beforehand.

If you do want to look at some books, I recommend "Modern Particle Physics" by Thomson and/or "Introduction to Elementary Particles" by Griffiths.
 
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QFT is not something that can be grasped in two weeks. Since your course prerequisites don't mention anything significant, I will advise you not to study QFT in a hurry. You'll not be able to sense the beauty in the subject if you storm through it.

Rather, go through a few talks which are on particle physics so that you know at least something. Here are a few:

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A few more lectures are available in this playist:
 
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Hi all, cheers for the advice, really appreciate it!
 
The book is fascinating. If your education includes a typical math degree curriculum, with Lebesgue integration, functional analysis, etc, it teaches QFT with only a passing acquaintance of ordinary QM you would get at HS. However, I would read Lenny Susskind's book on QM first. Purchased a copy straight away, but it will not arrive until the end of December; however, Scribd has a PDF I am now studying. The first part introduces distribution theory (and other related concepts), which...

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