QED Intro Books: Finding Exceptional Recommendations

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SUMMARY

This discussion centers on finding quality introductory books on Quantum Electrodynamics (QED). Participants recommend Mark Srednicki's "Quantum Field Theory," which is available for free on the author's website, and Zee's "Quantum Field Theory in a Nutshell," noted for its conceptual focus. The conversation also touches on the importance of understanding Lagrangian mechanics before diving into QFT, with suggestions to start with undergraduate texts rather than advanced ones like Goldstein. Additionally, there is a query about finding solutions for the book "Mandl & Shaw."

PREREQUISITES
  • Understanding of Quantum Field Theory (QFT)
  • Familiarity with Lagrangian and Hamiltonian mechanics
  • Basic knowledge of classical mechanics
  • Access to recommended texts such as Srednicki's and Zee's books
NEXT STEPS
  • Explore Mark Srednicki's "Quantum Field Theory" available at the author's website
  • Read Zee's "Quantum Field Theory in a Nutshell" for conceptual insights
  • Study undergraduate texts on Lagrangian mechanics, such as Fowles or Taylor
  • Search for solution manuals or resources for "Mandl & Shaw"
USEFUL FOR

Students and educators in physics, particularly those interested in Quantum Electrodynamics and classical mechanics, as well as anyone seeking guidance on foundational texts in these areas.

dark_raider
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Despite the fact that QED is so popular, i have a hard time finding a good introductory book about it [ except feynman's of course;-) ]. Do you have any good recomendations?
 
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I suggest Mark Srednicki's quantum field theory (https://www.amazon.com/dp/0521864496/?tag=pfamazon01-20). I am reading it at the moment and its just amazing! Another excellent book is "quantum field theory in a nutshell", from Zee. I didnt read that one but had a look on it and it sounds great as well!

Srednicky's book is available for free from the author's website so you can have a look yourself before to buy it. Thats what I did actually (http://www.physics.ucsb.edu/~mark/qft.html )

It is said that Zee's book insist more on concepts that calculations but I can't confirm since i haven't read it.
 
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Thank you guys for your answers. I have one more question. I know that qft uses lagrangian formulation but unfortunately i don't have any experience on it. Should i try a book that begins with lagrangian (eg Goldstein) or do i have to get a book that starts with "standard" classical mechanics and then introduces langrangian-hamiltonian? In fact most of the classical mechanics book that I've seen follow the second pattern (finn, morin, kibble, taylor, gregory) so I'm really confused. What is your opinion?
 
I'd start with the chapters on Lagrangian and Hamiltonian mechanics in an undergraduate text. I don't think a graduate text like Goldstein is what you want for a first pass.
 
I think you're right. Which book would you suggest?
 
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shadi_s10 said:
Hi
Do you know if I can find some solutions for this book (mandl & shaw) ?
I have some difficulties dealing with some of its problems! :rolleyes:

I would appreciate any help...

Heeeeeeeeeey!
No one knows where to find the solutions?
:((
 

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