An Introduction to Quantum Field Theory by Michael E. Peskin

In summary, "An Introduction to Quantum Field Theory" by Michael E. Peskin and Dan V. Schroeder is a comprehensive and detailed textbook that is widely used in universities. It covers QFT in the context of high energy physics, but may not be as useful for those interested in condensed matter. While the book is thorough, it can be challenging to keep track of the bigger picture due to the extensive formulas and calculations. Some topics are not covered well, such as the functional integral formalism and representation theory of groups. Despite these shortcomings, it is considered a classic and a valuable resource for those interested in QFT.

For those who have used this book


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  • #2
This massive book on QFT is a standard text nowadays and used at many universities. The book is extensive and very detailed. If you manage to follow the text and keep up with all the nitty-gritty details, then you are well underway into mastering QFT -- but this is quite a challenge. The book is great for QFT when applied to high energy physics, but less so from a condensed matter perspective. The chapters on renormalization, symmetry breaking and gauge theories are very thorough.

It can be quite difficult to keep a bigger picture of what you are exactly doing (and why) at any given point throughout the book, as you can get easily lost in the sea of formulas and details of the calculations.

The book is lacking in some topics. For instance, the treatment of the functional integral formalism is somewhat poor. You also need to use other resources for the representation theory of groups (Lie groups and the Lorentz group in particular), because it's not really treated well here.

Still, it's already a classic and a must-read for any QFT-enthusiast.
 
  • #3
It's a pretty good introduction to relativistic (vacuum) QFT. The strength is that it teaches how to calculate things, which is very important to get the idea of QFT. The drawback is the huge number of typos and some glitches in the foundations. E.g., there are dimensionful arguments in logarithms in the chapter about the renormalization group, which is kind of ironic ;-).
 

Related to An Introduction to Quantum Field Theory by Michael E. Peskin

1. What is Quantum Field Theory (QFT)?

Quantum Field Theory is a theoretical framework used in physics to describe the behavior of particles and fields at a quantum level. It combines principles of quantum mechanics and special relativity to explain the interactions between particles and their associated fields.

2. Who is Michael E. Peskin?

Michael E. Peskin is a theoretical physicist and professor at Stanford University. He is well-known for his contributions to quantum field theory and particle physics, and his textbook "An Introduction to Quantum Field Theory" is widely used in graduate-level courses.

3. What topics does "An Introduction to Quantum Field Theory" cover?

This textbook covers a wide range of topics in quantum field theory, including the basics of quantum mechanics and special relativity, the quantization of scalar and spinor fields, Feynman diagrams and perturbation theory, and more advanced topics such as renormalization and the Standard Model of particle physics.

4. Is this textbook suitable for beginners?

While "An Introduction to Quantum Field Theory" is a comprehensive and well-respected textbook, it is primarily aimed at graduate students with a strong background in physics and mathematics. It may be challenging for beginners to understand without prior knowledge of quantum mechanics and special relativity.

5. Are there any prerequisites for studying this textbook?

As mentioned earlier, a strong background in physics and mathematics is necessary to fully understand the concepts presented in this textbook. Specifically, students should have a solid understanding of classical mechanics, electromagnetism, and quantum mechanics, as well as mathematical tools such as calculus, linear algebra, and group theory.

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