Luise-Charlotte Kappe Professor Emerita Dr. rer nat, Universitat Freiburg, Germany At Binghamton since 1968 Areas of interest: Group Theory, Number Theory Summary of research interests E-mail: menger@math.binghamton.edu Phone: (607)-777-2355 Fax: (607)-777-2450

• Office: LN 2250
• Office hours:
• Courses:
  • Fall 2009

    Math 407	Section 01:	Introduction to the Theory of Numbers
    	MW	4:40 - 6:50	SW-327
    Math 574	Section 01:	Number Theory (MAT/MST)
    	MW	4:40 - 6:50	SW-327

• Ph. D. Students:
  • Gabriela Mendoza, Summer, 2007
    Thesis: On some minimality conditions involving elements of prime order in a group G
  • Fred Kluempen, Spring, 2001
    Thesis: On the power structure of finite p-groups
  • James Beuerle, Spring, 1999
    Thesis: Metacyclic Groups and their Nonabelian Tensor Squares
  • Denise Reboli, Spring, 1998
    Thesis: On Generalized Hamiltonian Groups
  • Norhaniza Sarmin, Spring, 1998
    Thesis: On Two-Generator Groups of Nilpotency Class Two and their Nonabelian Tensor Squares
  • Matthew Visscher, Summer, 1998
    Thesis: On the Nonabelian Tensor Product of Groups
  • Patrick Ratchford, Spring, 1997
    Thesis: On Centralizer-like Subgroups
  • David Garrison, May, 1995
    Thesis: Subnormality Conditions in Metabelian Groups
  • Marc Brodie, Spring, 1993
    Thesis: Finite Coverings by Subgroups
  • Michael Bacon, Fall, 1992
    Thesis: The Nonabelian Tensor Square and Powers of a Group
  • Robert F. Morse, 1990
    Thesis: Levi Properties in Groups
  • Robert Chamberlain, Spring, 1987
    Thesis: Groups With Certain Finite Homomorphic Images Cyclic
  • Seyedkazem Mahdavianary, August, 1983
    Thesis: Groups with many subgroups two-subnormal

Coordinator

• Preparing Future Faculty Program, Binghamton Cluster

My mentoring philosophy

Research Interests

• Infinite Groups
• Commutator Calculus
• Varieties
• Finiteness Conditions
• Nonabelian Tensor Products
• Subnormality Conditions
• Margins
• Engel Conditions

Organizations

• Governor, MAA Seaway Section

Contact Information