Book or notes for 'Quantum Field Theory II' by Francois David (PSI)

In summary, the speaker is looking for notes or a book similar to the video lectures on 'Quantum Field Theory II' by Francois David. They mention their interest in the part on Wilsonian renormalization and ask for recommendations on books or lecture notes similar to the course. Two options are suggested by others: Polchinski's notes and Srednicki's draft book.
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Hi! I'm trying to follow the video lectures of the course 'Quantum Field Theory II' by Francois David given at the Perimeter Institute PSI programme, but it would be nice to have some notes or a book which were similar to the lectures.
I am especially interested in the part on Wilsonian renormalization. The video lectures are found here



Does anyone know which book/lecture notes they used in the course? Or just some that are similar to the treatment in that course?
 
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1. What is the purpose of "Quantum Field Theory II" by Francois David (PSI)?

The purpose of this book is to provide a comprehensive and rigorous introduction to the mathematical foundations of quantum field theory. It covers topics such as path integrals, perturbation theory, renormalization, and the Standard Model.

2. Who is the intended audience for this book?

This book is primarily aimed at advanced undergraduate and graduate students in physics and mathematics, as well as researchers and practitioners in the field of quantum field theory.

3. How is this book different from other textbooks on quantum field theory?

This book stands out for its clear and concise presentation of the mathematical concepts and techniques used in quantum field theory. It also includes numerous exercises and examples to help readers develop a solid understanding of the subject.

4. Is prior knowledge of quantum mechanics required to understand this book?

Yes, a solid understanding of quantum mechanics is necessary in order to fully grasp the concepts presented in this book. Some familiarity with classical field theory and special relativity is also recommended.

5. Can this book be used as a self-study resource?

While this book can be used for self-study, it is recommended to have a strong background in mathematics and physics before attempting to use it as a self-study resource. It is best used in conjunction with a course or under the guidance of an experienced instructor.

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