A conformal field theory is a quantum field theory with extra symmetries (namely the conformal group). It can also be thought of as an invariant attached to a quantum field theory which captures its limiting behaviour at long distances or at short distances. Several quantum field theory can lead to the same conformal field theory at long (or short) distances, a phenomenon called "universality". Similarly, conformal field theories appear in the description of long range correlation functions of critical lattice models. In this overview talk I would like to illustrate the above ideas in the special case of two dimensions and explain the use of the extended symmetries in understanding field theories.Non UBCUnreviewedAuthor affiliation: U Hambu...
The following article reviews minimal models in conformal field theory (CFT). A two-dimensional CFT ...
The following article reviews minimal models in conformal field theory (CFT). A two-dimensional CFT ...
We derive necessary and sufficient conditions for large N conformal field theories to have a univers...
An elementary introduction to Conformal Field Theory is provided. We start by reviewing symmetries i...
Modern development of conformal field theory in two dimensions and its applications to critical phen...
In this thesis, conformal transformations in d and two dimensions and the results of conformal symme...
Many important systems in nature possess so-called critical points. The most famous example appears ...
Many important systems in nature possess so-called critical points. The most famous example appears ...
This is a writeup of lectures given at the EPFL Lausanne in the fall of 2012. The topics covered: ph...
Starting from a chiral conformal Haag-Kastler net of local observables on two-dimensional Minkowski ...
I show that a particle structure in conformal field theory is incompatible with interactions. As a s...
The present volume is an extended and up-to-date version of two sets of lectures by the first author...
This is an account of some recent work done with H. S. La [1] [2], based ultimately on the work of F...
We study various aspects of scale invariant quantum field theories, in particular, the non-relativis...
The following article reviews minimal models in conformal field theory (CFT). A two-dimensional CFT ...
The following article reviews minimal models in conformal field theory (CFT). A two-dimensional CFT ...
The following article reviews minimal models in conformal field theory (CFT). A two-dimensional CFT ...
We derive necessary and sufficient conditions for large N conformal field theories to have a univers...
An elementary introduction to Conformal Field Theory is provided. We start by reviewing symmetries i...
Modern development of conformal field theory in two dimensions and its applications to critical phen...
In this thesis, conformal transformations in d and two dimensions and the results of conformal symme...
Many important systems in nature possess so-called critical points. The most famous example appears ...
Many important systems in nature possess so-called critical points. The most famous example appears ...
This is a writeup of lectures given at the EPFL Lausanne in the fall of 2012. The topics covered: ph...
Starting from a chiral conformal Haag-Kastler net of local observables on two-dimensional Minkowski ...
I show that a particle structure in conformal field theory is incompatible with interactions. As a s...
The present volume is an extended and up-to-date version of two sets of lectures by the first author...
This is an account of some recent work done with H. S. La [1] [2], based ultimately on the work of F...
We study various aspects of scale invariant quantum field theories, in particular, the non-relativis...
The following article reviews minimal models in conformal field theory (CFT). A two-dimensional CFT ...
The following article reviews minimal models in conformal field theory (CFT). A two-dimensional CFT ...
The following article reviews minimal models in conformal field theory (CFT). A two-dimensional CFT ...
We derive necessary and sufficient conditions for large N conformal field theories to have a univers...