[PDF] conformal bootstrap lecture notes

  • What is conformal bootstrap in liouville?

    The conformal bootstrap hypothesis is a powerful idea in theoretical physics which has led to spectacular predictions in the context of critical phenomena.

  • What is conformal bootstrap in liouville?

    Two-dimensional conformal field theories (CFTs) are defined on Riemann surfaces, where local conformal maps are holomorphic functions.
    While a CFT might conceivably exist only on a given Riemann surface, its existence on any surface other than the sphere implies its existence on all surfaces.

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TASI Lectures on the Conformal Bootstrap

25 févr. 2016 These notes are from courses given at TASI and the Advanced Strings. School in summer 2015. Starting from principles of quantum field theory.



1 Exercise: Conformal Algebra

The basic lecture notes are. • S. Rychkov “EPFL Lectures on Conformal Field Theory in d ? 3 Dimensions



Conformal Blocks: notes references and exercises 1. Introduction 2

A nice of lecture notes on CFT in d > 2: TASI Lectures on the Conformal Bootstrap ... EPFL Lectures on Conformal Field Theory in D ? 3 Dimensions.



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21 oct. 2019 The subject of CFTs in four and later three



Introduction to two-dimensional conformal field theory

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Introduction to Conformal Field Theory Trinity Term 2014 Prof. J

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Weizmann Lectures on the Numerical Conformal Bootstrap

1These lecture notes are heavily based on the previous lecture notes [12]



A Mellin Space Approach to the Conformal Bootstrap arXiv

25 nov. 2016 The conformal bootstrap is the philosophy that these constraints are strong ... We note that since each Witten exchange diagram contains the.



Lectures on AdS/CFT from the Bottom Up

Abstract. AdS/CFT from the perspective of Effective Field Theory and the Conformal Bootstrap. 1.4 Brief Notes on the History of Holography .



Conformal field theory for particle physicists arXiv:2207.09474v2

8 août 2022 This is a set of introductory lecture notes on conformal field theory. Unlike most existing reviews on the subject CFT is presented here ...

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