Virasoro algebra - Docslib

Sign Up
Log In
Upload

Sign Up
Log In
Upload

Home
» Tags
» Virasoro algebra

Virasoro algebra

Group of Diffeomorphisms of the Unite Circle As a Principle U(1)-Bundle
7 International Centre for Theoretical Physics
Strings, Symmetries and Representations
Geometric Approach to Kac–Moody and Virasoro Algebras
Contemporary Mathematics 442
Arxiv:1707.06106V2 [Math.RA] 26 Mar 2018 Atni 99[] H Itagbaadisuieslcentra Universal Its and Algebra Witt the [1]
Extended Virasoro Algebra and Algebra of Area Preserving D1ffeomorphisms
String Theory on Ads3 and the Symmetric Orbifold of Liouville Theory
Unitary Representations of the Virasoro Algebra and a Conjecture of Kac Compositio Mathematica, Tome 67, No 3 (1988), P
Fusion Rules of Virasoro Vertex Operator Algebras
Finite Dimensional Grading of the Virasoro Algebra 1
Category O for the Virasoro Algebra: Cohomology and Koszulity
Orbifolds and Cosets of Minimal W-Algebras
(1995) the VIRASORO GROUP AS a COMPLEX MANIFOLD László Lempert 1. Introduction
An Elliptic Virasoro Symmetry in 6D Arxiv:1511.00574V2 [Hep-Th] 7 Dec 2017
Surface Operators and W-Algebras
On the Virasoro Algebra
Panorama Around the Virasoro Algebra

Top View

Infinite-Dimensional Lie Algebras
Did a 1-Dimensional Magnet Detect a 248-Dimensional Lie Algebra? David Borthwick, Emory University Skip Garibaldi, Emory University
On the Uniqueness of Diffeomorphism Symmetry in Conformal Field Theory
REPRESENTATIONS of INFINITE DIMENSIONAL LIE ALGEBRAS and DIRAC's POSITRON THEORY Jeremy S. Gresham a Thesis Submitted to the U
ON UNITARY REPRESENTATIONS of the VIRASORO ALGEBRA The
On the Work of Igor Frenkel Introduction by Pavel Etingof Igor Frenkel Is One of the Leading Representation Theorists and Mathe- Matical Physicists of Our Time
The Segal–Sugawara Construction
Q-Virasoro Algebra at Root of Unity Limit and 2D-4D Connection
The OPE of Bare Twist Operators in Bosonic SN Orbifold Cfts at Large-N
On Representations of Toroidal Lie Algebras
Sugawara's Construction of the Virasoro Algebra for C=1,H=0
Lecture 13: Primary Fields and the Virasoro Algebra
The Schrödinger-Virasoro Lie Group and Algebra: from Geometry to Representation Theory Claude Roger, Jérémie Unterberger
Classification of Local Conformal Nets. Case C < 1
Vertex Algebras, Kac-Moody Algebras, and the Monster RICHARD E
Representations of Vertex Operator Algebras and Superalgebras
Lecture 4: Representation Theory
Arxiv:1809.08861V3 [Hep-Th] 11 Nov 2018

© 2024 Docslib.org Feedback