activity
19942022
most citedMotzkin Algebras and the Tensor Categories of Bimodules

2 citations · 5 across the 8 of their papers we have counts for

collaborators

8 papers

math.RT2022

A Level-Depth Correspondence between Verlinde Rings and Subfactors

Jun Yang

We establish a correspondence between the levels of Verlinde rings and the depths of subfactors. Given the -level Verlinde ring of a simple compact Lie group , the t…

math.RT2022★ 1 cited

Plancherel Measures of Reductive Adelic Groups and Von Neumann Dimensions

Jun Yang

Given a number field and a reductive group over , the unitary dual of the adelic group and the Placherel measure $ν_{G(\mathbb{…

math.NT2020★ 1 cited

Actions of Cusp Forms on Holomorphic Discrete Series and Von Neumann Algebras

Jun Yang

A holomorphic discrete series representation of a connected semi-simple real Lie group is associated with an irreducible representation of its maximal com…

math.RT2020★ 2 cited

Motzkin Algebras and the Tensor Categories of Bimodules

Vaughan F. R. Jones, Jun Yang

We discuss the structure of the Motzkin algebra by introducing a sequence of idempotents and the basic construction. We show that admits a factor tr…

math.RT2018

A Family of Projective Representations of the Thompson Group and Lifting Problems

Jun Yang

The Thompson group F has a natural unitary representation on . With some projections, we construct a family of projective unitary representations on a Fermionic Fock sp…

math.GT1997

Rationality problems for Chern-Simons invariants

Walter D. Neumann, Jun Yang

This paper makes certain observations regarding some conjectures of Milnor and Ramakrishnan in hyperbolic geometry and algebraic K-theory. As a consequence of our observations, we…