… can be viewed mathematically as the representation theory of its chiral algebra, a vertex …
for studying logarithmic conformal field theory (in which correlation functions have logarithmic …

… theory of the underlying chiral algebra and the modular data pertaining to the characters
of the representations. Each of the archetypal logarithmic conformal field theories is … (twisted) …

… the structure of modules, our results suggest that logarithmic conformal field theories admit
… In this Letter we consider the Z 2 orbifold model, where the twist operation is restricted to Z 2 …

… Continuing with challenges encountered in the study of logarithmic conformal field theories,
… (2) algebra, its twisted modules, and singular vectors in Verma modules. We then introduce …

… We refer to the structure of indecomposable modules in terms of simple modules and
mappings between them as subquotient structure. The Casimir element C in the representations $\…

… A recent generalization, called twisted logarithmic module, involves the logarithm of the …
related to logarithmic conformal field theory. We investigate twisted logarithmic modules of lattice …

… algebra V, the fields in a φ-twisted V-module involve the logarithm of the formal variable, …
on such a module is not semisimple. We construct examples of such modules and realize them …

… w ⁎ ( M ) and σ ⁎ ( M ) from an arbitrary gl ˆ ( 1 | 1 ) -module M by taking the underlying vector
space to remain the same and twisting the action of the algebra:(3.8) J ⋅ w ⁎ ( | v > ) = w ⁎ …

… Then, the conformal field theory of twist fields appropriate for this case can be constructed
… We will then translate the result to expressions in the modular parameter r with the help of …

… chiral conformal field theory, the representation theory of infinite-… possible use of twisted
logarithmic modules to construct new … logarithmic vertex algebras to logarithmic conformal field …