Areas of Interest
Group Theory, Number Theory
Research
Group theory (properties of groups, Engel conditions, commutator calculus, supplementation, p-groups, nonabelian tensor products); ring theory (derivations, commutativity conditions in rings); number theory (transcendental numbers, diophantine approximations).
Ph.D. Students
-
Viji Thomas,
Summer, 2010
(Co-advisor:
Fernando Guzman)
— The Box-Tensor Product: A Generlization of the Nonabelian Tensor Product
-
Gabriela Mendoza,
Summer, 2007
— On some minimality conditions involving elements of prime order in a group G
-
Fred Kluempen,
Spring, 2001
— On the power structure of finite p-groups
-
James Beuerle,
Spring, 1999
— Metacyclic Groups and their Nonabelian Tensor Squares
-
Denise Reboli,
Spring, 1998
— On Generalized Hamiltonian Groups
-
Norhaniza Sarmin,
Spring, 1998
— On Two-Generator Groups of Nilpotency Class Two and their Nonabelian Tensor Squares
-
Matthew Visscher,
Summer, 1998
— On the Nonabelian Tensor Product of Groups
-
Patrick Ratchford,
Spring, 1997
— On Centralizer-like Subgroups
-
David Garrison,
May, 1995
— Subnormality Conditions in Metabelian Groups
-
Marc Brodie,
Spring, 1993
— Finite Coverings by Subgroups
-
Michael Bacon,
Fall, 1992
— The Nonabelian Tensor Square and Powers of a Group
-
Robert F. Morse,
1990
— Levi Properties in Groups
-
Robert Chamberlain,
Spring, 1987
— Groups With Certain Finite Homomorphic Images Cyclic
-
Seyedkazem Mahdavianary,
August, 1983
— Groups with many subgroups two-subnormal
Edit this profile
