… 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 …

… 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 …

… 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 …

… of its category of modules as a modular tensor category. Overarching these pillars … logarithmic
conformal field theories and C 2 -cofinite vertex operator algebras. We suggest logarithmic …

… conformal perturbation theory for orbifolds of conformal field … We discuss how this relates
crossing symmetry to the modular … logarithm and thereby determines the shift in the conformal …

… conformal field theories and their logarithmic … conformal field theories as the theory of
twisted intertwining operators. We use twisted intertwining operators among twisted modules for a …

… In particular, we propose a conformal field theory description … Recall that the D-module
structure on conformal blocks is … s function if we allow for logarithmic monodromies in d directions, …

… It is widely believed that all irreducible representations of the orbifold algebra Vg (G is finite)
arise from the ordinary and g-twisted V -modules via restriction to the subalgebra. This is …

… with dualities and with a compatible balancing (or twist), whereby it acquires the structure of
a … ; in Section 7 we present some first results towards a derived modular functor. In the final …