176 citations · 687 across the 8 of their papers we have counts for
13 papers
Longo-Rehren subfactors arising from -induction
J. Böckenhauer, D. E. Evans, Y. Kawahigashi
We study (dual) Longo-Rehren subfactors arising from various systems of endomorphisms of M obtained from alpha-induction for some braided subfactor $N\…
Modular Invariants from Subfactors: Type I Coupling Matrices and Intermediate Subfactors
J. Böckenhauer, D. E. Evans
A braided subfactor determines a coupling matrix Z which commutes with the S- and T-matrices arising from the braiding. Such a coupling matrix is not necessarily of "type I", i.e.…
Chiral structure of modular invariants for subfactors
J. Böckenhauer, D. E. Evans, Y. Kawahigashi
In this paper we further analyze modular invariants for subfactors, in particular the structure of the chiral induced systems of M-M morphisms. The relative braiding between the ch…
On -induction, chiral generators and modular invariants for subfactors
J. Böckenhauer, D. E. Evans, Y. Kawahigashi
We consider a type III subfactor of finite index with a finite system of braided - morphisms which includes the irreducible constituents of the dual canonical en…
Modular Invariants, Graphs and -Induction for Nets of Subfactors. III
J. Böckenhauer, D. E. Evans
In this paper we further develop the theory of -induction for nets of subfactors, in particular in view of the system of sectors obtained by mixing the two kinds of induction ar…
Modular Invariants, Graphs and -Induction for Nets of Subfactors II
J. Bockenhauer, D. E. Evans
We apply the theory of -induction of sectors which we elaborated in our previous paper to several nets of subfactors arising from conformal field theory. The main application ar…