AbstractFor any abstract subfactor planar algebra P, there exists a finite index extremal subfactor M0⊂M1 with P as its standard invariant. In this paper, we classify the automorphism group of a bipartite graph planar algebra, and obtain subfactor planar subalgebras by taking fixed points under groups of automorphisms. This construction provides both new examples of subfactors and new descriptions of the planar algebras of previously known examples
AbstractThe existence of groups which are not isomorphic with the group of automorphisms of any plan...
We classify, up to outer conjugacy, free actions of Z on an inclusion of hyperfinite type II1 factor...
We classify, up to outer conjugacy, free actions of Z on an inclusion of hyperfinite type II1 factor...
AbstractFor any abstract subfactor planar algebra P, there exists a finite index extremal subfactor ...
Abstract. We give an identification between the planar algebra of the subgroup-subfactor RoH ⊂ RoG a...
In this paper, we construct the "2221'' subfactor planar algebra by finding it as a subalgebra of t...
Abstract. We present a purely planar algebraic proof of the main result of a paper of Guionnet-Jones...
This article proves the existence and uniqueness of a subfactor planar algebra with prin-cipal graph...
AbstractIf G is a countable, discrete group generated by two finite subgroups H and K and P is a II1...
We consider the notion of planar depth of a planar algebra, viz., the smallest n for which the plana...
We present a purely planar algebraic proof of the main result of a paper of Guionnet-Jones-Shlaykhte...
AbstractWe consider the notion of planar depth of a planar algebra, viz., the smallest n for which t...
The standard invariant is an object that classifies a fairly general class of subfactors and was ref...
The standard invariant is an object that classifies a fairly general class of subfactors and was ref...
We give a diagrammatic presentation of the A2-Temperley–Lieb algebra. Generalizing Jones’ notion of ...
AbstractThe existence of groups which are not isomorphic with the group of automorphisms of any plan...
We classify, up to outer conjugacy, free actions of Z on an inclusion of hyperfinite type II1 factor...
We classify, up to outer conjugacy, free actions of Z on an inclusion of hyperfinite type II1 factor...
AbstractFor any abstract subfactor planar algebra P, there exists a finite index extremal subfactor ...
Abstract. We give an identification between the planar algebra of the subgroup-subfactor RoH ⊂ RoG a...
In this paper, we construct the "2221'' subfactor planar algebra by finding it as a subalgebra of t...
Abstract. We present a purely planar algebraic proof of the main result of a paper of Guionnet-Jones...
This article proves the existence and uniqueness of a subfactor planar algebra with prin-cipal graph...
AbstractIf G is a countable, discrete group generated by two finite subgroups H and K and P is a II1...
We consider the notion of planar depth of a planar algebra, viz., the smallest n for which the plana...
We present a purely planar algebraic proof of the main result of a paper of Guionnet-Jones-Shlaykhte...
AbstractWe consider the notion of planar depth of a planar algebra, viz., the smallest n for which t...
The standard invariant is an object that classifies a fairly general class of subfactors and was ref...
The standard invariant is an object that classifies a fairly general class of subfactors and was ref...
We give a diagrammatic presentation of the A2-Temperley–Lieb algebra. Generalizing Jones’ notion of ...
AbstractThe existence of groups which are not isomorphic with the group of automorphisms of any plan...
We classify, up to outer conjugacy, free actions of Z on an inclusion of hyperfinite type II1 factor...
We classify, up to outer conjugacy, free actions of Z on an inclusion of hyperfinite type II1 factor...
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