Introduction to conformal field theory, Lecture 10

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In this seminar I will, over some 10 lectures, introduce the basics of conformal field theory. The emphasis will be on the physical content, however, there will be reference to mathematical formulations throughout.

The course is based on a mixture of Ginsparg's "Applied Conformal Field Theory", hep-th/9108028 and Schottenloher's "A mathematical introduction to conformal field theory".

Prerequisites for the course comprise: advanced QM, QFT, advanced QFT, and some familiarity with symplectic methods, which you can cover by watching my previous videos.

In the 10th and final lecture I discuss the Hilbert space of CFT.
  1. Tobias Osborne
  2. conformal field theory
  3. virasoro algebra
  4. hilbert space
  5. verma module
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Комментарии
Автор

It's a really nice course and it has really clear logic. Thanks for video-recording this and sharing with us! Wish you all the best!

guangjieli
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Thank you for this nice introduction. It is very helpful for someone new to the subject.

kanglecai
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Dear Prof. Osborne thx very much for this very helpful introduction to CFT. Can't wait to explore other contents you uploaded and benefit from them.

stevedue
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Really good course! Thanks for sharing :)

Sam-uxrw
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in 27:15 you said that the tilde version has to be replaced with untilde version which you did except the argument remain unchanged, I'm a bit confused cause on the bottom left the argument is f(w) (which is equal to z) but on the top right you wrote w=1/z as an argument?
I am a bit confused.

Thank you

VPN