### Students

Oscar R. Pino-Ortiz :Conjecture générale en théorie relative de groupes et théorèmes d'isomorphie en basse dimension Université de Genève, Ph.D. 1982 |

Hans G. Wenzl :Representations of Hecke algebras and subfactors University of Pennsylvania, Ph.D. 1985 |

Fiacre Ailbhe O'Cairbre :Ergodic actions of $SU(2)\times T$ on operator algebras University of California, Berkeley, Ph.D. 1988 |

Marco Pavone :Boundaries of discrete groups, Toeplitz operators, and extensions of the reduced $C^*$-algebra University of California, Berkeley, Ph.D. 1989 |

William Erik Baxter :Chromatic framed link invariants and cabling University of California, Berkeley, Ph.D. 1991 |

Stephen French Sawin :Subfactors from quantum groups University of California, Berkeley, Ph.D. 1991 |

Ahmed-Said Rida :On subfactors with the generations property and graphs University of California, Berkeley, Ph.D. 1992 |

Jianduan Chen :Connes’ invariant $\chi(M)$ and cohomology of groups University of California, Berkeley, Ph.D. 1994 |

Hong Liang :Commuting squares and spin models University of California, Berkeley, Ph.D. 1995 |

Peter Tripp Akemann :On a class of endomorphisms of the hyperfinite $II_1$ factor University of California, Berkeley, Ph.D. 1997 |

Sante Gnerre :Free composition of paragroups University of California, Berkeley, Ph.D. 1997 |

Bina Bhattacharyya :Krishnan–Sunder subfactors and a new countable family of subfactors related to trees University of California, Berkeley, Ph.D. 1998 |

Zeph A. Landau :Intermediate subfactors University of California, Berkeley, Ph.D. 1998 |

Dylan Paul Thurston :Wheeling: a diagramatic analogue of the Duflo isomorphism University of California, Berkeley, Ph.D. 2000 |

Hsiang-Ping Huang :Commutators associated to a subfactor and its relative commutants University of California, Berkeley, Ph.D. 2000 |

Sarah Anne Reznikoff :Representations of the Temperley–Lieb planar algebra University of California, Berkeley, Ph.D. 2002 |

Michael Burns :Subfactors, planar algebras and rotations University of California, Berkeley, Ph.D. 2003 |

Pinhas Grossman :Intermediate subfactors with small index University of California, Berkeley, Ph.D. 2006 |

Scott Morrison :A diagrammatic category for the representation theory of $U_q(\mathfrak{sl}_n)$ University of California, Berkeley, Ph.D. 2007 |

Richard David Burstein :Commuting-square subfactors of Bisch–Haagerup type University of California, Berkeley, Ph.D. 2008 |

Emily Elizabeth Peters :A planar algebra construction of the Haagerup subfactor University of California, Berkeley, Ph.D. 2009 |

Arnaud Brothier :Planar algebras and maximal abelian subalgebras of von Neumann algebras Université Paris Diderot - Paris 7, Ph.D. 2011 |

David Penneys :Planar structure for inclusions of finite von Neumann algebras University of California, Berkeley, Ph.D. 2012 |

Michael Aaron Hartglass :Free probability, planar algebras, and the multicolored Guionnet–Jones–Shlyakhtenko construction University of California, Berkeley, Ph.D. 2013 |

James Tener :Construction of the unitary free Fermion Segal conformal field theory University of California, Berkeley, Ph.D. 2014 |

Zhengwei Liu :Skein theory for subfactor planar algebras Vanderbilt University, Ph.D. 2015 |

Corey Jones :Annular representation theory with applications to approximation and rigidity properties for rigid $C^*$-tensor categories Vanderbilt University, Ph.D. 2016 |

Sayan Das :Poisson boundaries of finite von Neumann algebras Vanderbilt University, Ph.D. 2017 |

Yunxiang Ren :Skein theory of planar algebras and some applications Vanderbilt University, Ph.D. 2017 |

Bin Gui :A unitary tensor product theory for unitary vertex operator algebra modules Vanderbilt University, Ph.D. 2018 |

Jun Yang :Actions of cusp forms on holomorphic discrete series and von Neumann algebras Vanderbilt University, Ph.D. 2021 |