STUDENT SUPERVISION:
Ph.D. Students:
 Ismail Demir, Classifications of 5Dimensional Complex Nilpotent Leibniz Algebras,
Ph.D. Thesis, N. C. State University, 2016. (CoChair: E. Stitzinger)
 Bethany Turner, Some Criteria for Solvable and Supersolvable Leibniz Algebras,
Ph.D. Thesis, N. C. State University, 2016. (CoChair: E. Stitzinger)
 Brittany Hansen, (2016), The Hyperbolic KacMoody Lie Algebra of Type $G_2^{(1)$,
Ph.D. Thesis,
N. C. State University, 2016
 Margaret L. Rahmoeller, On Demazure Crystals of the Quantum Affine Algebra $U_q(sl^(n)),
Ph.D. Thesis, N.C. State University, 2015.
 Borworn Khuhirun, Classification of Nilpotent Lie Algebras with Small Breadth,
Ph.D. Thesis, N.C. State University, 2014. (CoChair: E. Stitzinger)

Alyssa Armstrong, Demazure Crystals for the Quantum Affine Algebra $U_q(D_4^3)$,
Ph.D. Thesis, N.C. State University, 2014.

Chad Mangum, Representations of Twisted Toroidal Lie algebras of type $A_{2n1}$,
Ph.D. Thesis, N.C. State University, 2014. (CoChair: N. Jing)

Christina E. Erbacher, Root Multiplicities of the Indefinite KacMoody algebra $HD_4^{(3)}$,
Ph.D. Thesis, N.C. State University, 2012.
 Evan A. Wilson, Root Multiplicities of the Indefinite KacMoody algebra $HD_n^{(1)}$,
Ph.D. Thesis, N.C. State University, 2012.
 Rebecca L. Jayne, Maximal Dominant Weights of some Integrable Modules for the Special
Linear Affine Lie algebras and their multiplicities, Ph.D. Thesis, N.C. State University, 2011.
 Jonathan D. Dunbar, The Affine Lie Algebra sl(n, C) and its Zalgebra representation,
Ph.D. Thesis, N.C. State University, 2011 (CoChair: N. Jing).
 Julie Beier, Crystals for Demazure Modules of special linear quantum affine algebras,
Ph.D. Thesis, N.C. State University, 2008.
 William Cook, Affine Lie algebras, Vertex operator
algebras andcombinatorial identities,
Ph.D. Thesis, N.C. State University,
2005.
 Vicky Williams, Root multiplicities of the indefinite
KacMoody Lie algebra $HC_n^{(1)}$,
Ph.D. Thesis, N.C. State University,
2003.
 Jennifer Hontz, Root multiplicities of some KacMoody Lie
algebras
of indefinite type, Ph.D. Thesis, N.C. State University, 1998.
 Robert Harger, Realization
of level two integrable highest weight representations
of the affine Lie algebra $A_7^{(2)}$, Ph.D. Thesis, N.C. State
University, 1996.
 Maegan Bos, Embedding
of affine Lie algebra representations and principal characters,
Ph.D. Thesis, N.C. State University, 1994.
 Daya.S. Singh, Transitive
maps from linearly ordered sets to Dynkin diagrams,
Ph.D.
Thesis, N.C. State University, 1988 (CoChair: M. Putcha).
M.S. Students:
 Cyrus McCarter, The
KacMoody Lie algebra $A^{(1)}_1$ and its Vertex operator representations,
M.S. Thesis, N. C. State University, 1991.
 John Taylor, Partition
identities and hard hexagon model
M.S. Thesis, N.
C. State University, 1990.