schellekens cft
|
NIKHEF-H/96-011 Introduction to Conformal Field Theoryc AN
A N Schellekens NIKHEF-H Postbus 41882 1009 DB Amsterdam The Netherlands lectures are mainly on two-dimensional CFT §¦ ecently conformal field theory |
|
Introduction to Conformal Field Theory?
Introduction to Conformal Field Theory? A N Schellekens NIKHEF-H Postbus 41882 1009 DB Amsterdam The Netherlands ABSTRACT |
|
Conformal Field Theory
two-dimensional CFT Recently conformal field theory appeared in yet another Schellekens and N Warner Lattices and Strings Phys Rept 177:1 1989 |
|
Conformal Field Theory
Recently conformal field theory appeared in yet another context namely the “AdS/CFT-correspondence” |
|
Introduction to Conformal Field Theory?
A.N. Schellekens. NIKHEF-H Postbus 41882 |
|
Holomorphic CFTs and topological modular forms arXiv:2112.10724
Shahrivar 25 1401 AP the bosonic holomorphic CFT.1 The TMF theory dictates that the elliptic genus ... 3 Lattice CFTs |
|
Untitled
A. N. Schellekens and. S. Yankielowicz*. CERN 1211 Geneva 23 |
|
The Kreuzer bi-homomorphism
Azar 21 1390 AP A.N. Schellekens. Nikhef Theory Group |
|
Systematic Orbifold Constructions of Schellekens Vertex Operator
For any vertex operator algebra V of CFT-type. K := ?{ev0. |
|
Maverick Examples Of Coset Conformal Field Theories
fields in a coset CFT the procedure |
|
71 HOLOMORPHIC VERTEX OPERATOR ALGEBRAS OF
In general the weight one subspace of a VOA of CFT-type has a Lie alge- Let g be one of the 71 Lie algebras in Schellekens' list. Then. |
|
Schellekens List and the Very Strange Formula
If the lattice is unimodular then the associated vertex operator algebra is holomorphic. Let V = ?. ? n=0 Vn be a vertex operator algebra of CFT-type. Then |
|
Duality and defects in rational conformal field theory
Bahman 6 1385 AP 5.1 Automorphisms of Schellekens algebras . ... of the chiral symmetry algebra; in rational CFT |
|
Conformal Field Theory - Nikhef
A N Schellekens [Word cloud by two-dimensional CFT Recently namely the “AdS/CFT-correspondence”, where also higher dimensional (super)conformal |
|
Introduction to Conformal Field Theory? - Saalburg
A N Schellekens NIKHEF-H, Postbus 41882, 1009 DB Amsterdam, The Netherlands ABSTRACT An elementary introduction to conformal eld theory is given |
|
AN Schellekens
A N Schellekens NIKHEF-H, Postbus 41882, 1009 DB Amsterdam, lectures are mainly on two-dimensional CFT §¦ ecently conformal field theory appeared in |
|
The Joy of Discreteness “JürgenFest”
9 jui 2017 · CFT's first pointed out by Gepner: Field Identification ❖ But this Fuchs, Huiszoon, Schellekens, Schweigert, Walcher (2000) Boundaries and |
|
Some Issues in Conformal Field Theory with Boundaries and
aries and crosscaps, which is the CFT description of perturbative open string Schweigert [11] and by a group from Amsterdam (Huiszoon, Schellekens and |
|
Seventy Relatives of the Monster Module A N Schellekens
CFT with partition function XX∗ , a purely chiral conformal field theory with partition function X Such a theory will be called a meromorphic conformal field theory, |
|
Conformal Field Theory - Imperial College London
2 fév 2011 · Conformal field theory (CFT) has been an important tool in theoretical [4, 27, 23 , 10, 1] by Fuchs, Zuber, Schellekens, Ginsparg and Belavin, |
|
Holographic Orbifold CFTs
Define the partition function of a 2d CFT on S1: Z(τ) := q CFT: the symmetric orbifold [Schellekens] conjectured that there are exactly 71 holomorphic |
