• Office: WH 115
• Ph. D. Students:
  • Joshua Carey, Spring, 2022
    Thesis: Branching rule decomposition of the level-1 $E_8^{(1)}$-module with respect to the irregular subalgebra $F_4^{(1)} \oplus G_2^{(1)}$
  • Diego Penta, Spring, 2016
    Thesis: Decomposition of the Rank 3 Kac-Moody Lie Algebra F with Respect to the Rank 2 Hyperbolic Subalgebra Fib
  • Christopher Mauriello, Spring, 2013
    Thesis: Branching Rule Decomposition of Irreducible Level-1 E₆⁽¹⁾-modules with respect to F₄⁽¹⁾
  • Quincy Loney, Summer, 2012
    Thesis: Decomposition of Level-1 Representations of D₄⁽¹⁾ With Respect to its Subalgebra G₂⁽¹⁾ in the Spinor Construction
  • Omar Saldarriaga, Summer, 2004
    Thesis: Fusion Algebras, Symmetric Polynomials, Orbits of Elementary N-Groups, and Rank-Level Duality
  • Mike Weiner, Spring, 1994
    Thesis: Bosonic Construction of Vertex Operator Para-Algebras from Symplectic Affine Kac-Moody Algebras

Here's a link to my personal web page where you can find links to syllabi of my current and recent courses, links to pictures of my mathematical sculptures, links to the webpages I maintain for the Phi Beta Kappa liberal arts honor society, and for the Pi Mu Epsilon math honor society, as well as many other interesting links.