The modular properties of fractional level . ŝl(2)-theories and, in particular, the application of the Verlinde formula, have a long and checkered history in conformal field theory. Recent advances in logarithmic conformal field theory have led to the r
We show that the conformal characters of various rational models of W-algebras can be already unique...
Logarithmic conformal field theory is a rich and vibrant area of modern mathematical physics with we...
We develop further the theory of RationalConformalFieldTheories (RCFTs) on a cylinder with specified...
This article gives a complete account of the modular properties and Verlinde formula for conformal f...
In rational conformal field theory, the Verlinde formula computes the fusion coefficients from the m...
We study the $c=-2$ model of logarithmic conformal field theory in the presence of a boundary using ...
This lecture note covers topics on boundary conformal field theory, modular transformations and the ...
. A Rational Conformal Field Theory (RCFT) is a functor which associates to any Riemann surface with...
AbstractThe Virasoro logarithmic minimal models were intensively studied by several groups over the ...
It is discussed how a limiting procedure of (super)conformal field theories may result in logarithmi...
AbstractThe fractional level models are (logarithmic) conformal field theories associated with affin...
29 pages, 6 figuresInternational audienceWe review and extend evidence for the validity of a general...
The fractional level models are (logarithmic) conformal field theories associated with affine Kac–Mo...
.We develop further the theory of Rational Conformal Field Theories RCFTs on a cylinder with specifi...
The fractional level models are (logarithmic) conformal field theories associated with affine Kac–Mo...
We show that the conformal characters of various rational models of W-algebras can be already unique...
Logarithmic conformal field theory is a rich and vibrant area of modern mathematical physics with we...
We develop further the theory of RationalConformalFieldTheories (RCFTs) on a cylinder with specified...
This article gives a complete account of the modular properties and Verlinde formula for conformal f...
In rational conformal field theory, the Verlinde formula computes the fusion coefficients from the m...
We study the $c=-2$ model of logarithmic conformal field theory in the presence of a boundary using ...
This lecture note covers topics on boundary conformal field theory, modular transformations and the ...
. A Rational Conformal Field Theory (RCFT) is a functor which associates to any Riemann surface with...
AbstractThe Virasoro logarithmic minimal models were intensively studied by several groups over the ...
It is discussed how a limiting procedure of (super)conformal field theories may result in logarithmi...
AbstractThe fractional level models are (logarithmic) conformal field theories associated with affin...
29 pages, 6 figuresInternational audienceWe review and extend evidence for the validity of a general...
The fractional level models are (logarithmic) conformal field theories associated with affine Kac–Mo...
.We develop further the theory of Rational Conformal Field Theories RCFTs on a cylinder with specifi...
The fractional level models are (logarithmic) conformal field theories associated with affine Kac–Mo...
We show that the conformal characters of various rational models of W-algebras can be already unique...
Logarithmic conformal field theory is a rich and vibrant area of modern mathematical physics with we...
We develop further the theory of RationalConformalFieldTheories (RCFTs) on a cylinder with specified...