Tom Marley's Homepage
Position
Professor, Department of Mathematics
Contact Information
Address:
305 Avery Hall
Department of Mathematics
University of Nebraska-Lincoln
Lincoln, NE 68588-0130
Phone: (402) 472-7250
FAX: (402) 472-8466
email: tmarley1@math.unl.edu
Biographical Information
Birthplace: Omaha, Nebraska
High School: Creighton Preparatory School (Omaha)
Undergraduate degree: BS, Creighton University
Graduate degrees: MS, PhD, Purdue University
Teaching Schedule and Course Information
Research
My research interests lie in the field of commutative algebra, a branch of mathematics focused on the study of
algebraic equations and their solutions. The field has its origins in number theory, algebraic geometry, and invariant
theory.
Below are some of my recent publications (clicking on the title will download a pdf file):
- Hilbert coefficients and the depths of associated
graded rings , joint with Sam Huckaba, Journal of the
London Math. Soc (2) 56 (1997) 64-76.
- Cofinite modules and local cohomology , joint
with Donatella Delfino, Journal of Pure and Applied Algebra
121 (1997) 45-52.
- On associated graded rings of normal ideals , joint
with Sam Huckaba, Journal of Algebra 222 (1999), 146-163.
- The associated primes of local cohomology modules over
rings of small dimension , Manuscripta Mathematica 104 (2001), 519-525.
- Cofiniteness and associated primes of local
cohomology modules , joint with Janet Vassilev, Journal of Algebra 256 (2002), 180-193.
- Local cohomology modules with infinite dimensional
socles , joint with Janet Vassilev, Proc. of the American Math. Soc 132 (2004), 3485-3490.
- Non-Noetherian Cohen-Macaulay rings , joint with Tracy Hamilton, Journal of Algebra 307 (2007), 343-360.
- On rings for which finitely generated ideals have only finitely many minimal components, Communications
in Algebra 35 (2007), no. 5, 1757-1760.
- Gorenstein rings and irreducible parameter ideals, joint with Mark Rogers and Hideto Sakurai, Proc. Amer. Math. Soc. 136, no. 1 (2008),
49-53.
- On the support of local cohomology, joint with Craig Huneke and Daniel Katz, to appear in the Journal of Algebra.
- The Auslander-Bridger formula and the Gorenstein property for coherent rings, joint with
Livia (Miller) Hummel, to appear in the Journal of Commutative Algebra.
Course notes:
- Graded rings and modules. These are some notes
based on a five-week course I taught in the summer of 1993. (32 pages)
- Introduction to local cohomology. These are notes from a 1999 summer course. The notes
were recently put into TeX by Laura Lynch.
- Math 901/902. These are notes written up by Laura Lynch on
my Math 901-902 course given in 2006-2007. (95 pages)
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Links of Interest
