2:30 p.m. An example concerning the integral closures of ideals. Craig L. Huneke*, University of Michigan, Ann Arbor
(899-13-129)
3:00 p.m. A uniform property of integral closures of ideals. Donatella Delfino, University of Michigan, Ann Arbor
Irena Swanson*, University of Michigan, Ann Arbor
(899-13-170)
3:30 p.m. On the structure of cofinite modules with an action of the Frobenius. Gennady Lyubeznik*, University of Minnesota, Minneapolis
(899-13-128)
4:00 p.m. A length inequality for one dimensional local rings. Donatella Delfino*, University of Michigan, Ann Arbor
(899-13-168)
4:30 p.m. Hilbert coefficients and the depths of associated graded rings. Sam Huckaba, Florida State University
Tom Marley*, University of Nebraska, Lincoln
(899-13-169)
5:00 p.m. Submodules of the deficiency modules and an extension of Dubreil's theorem. Heath M. Martin*, Florida State University
Juan C. Migliore, University of Notre Dame
(899-13-62)
5:30 p.m. Deficiency modules and powers of ideals. Christopher Scott Peterson*, University of Notre Dame
(899-14-171)
8:00 a.m. Descent of divisorial ideals. Dana T. Weston*, University of Missouri, Columbia
(899-12-249)
8:30 a.m. Tensor products of vector bundles. Craig L. Huneke, Purdue University, West Lafayette
Roger A. Wiegand*, University of Nebraska, Lincoln
(899-13-174)
9:00 a.m. Tight closure in graded rings. Karen Smith*, Massachusetts Institute of Technology
(899-13-153)
9:30 a.m. Parameter-like sequences and extensions of tight closure. Melvin Hochster*, University of Michigan, Ann Arbor
(899-13-197)
10:00 a.m. Local factorization of mappings. Steven Dale Cutkosky*, University of Missouri, Columbia
(899-13-241)
10:30 a.m. Cohen-Macaulay associated graded rings for ideals which are not generic complete intersections. Ian M. Aberbach*, University of Missouri, Columbia
(899-13-172)
2:30 p.m. Modules of complexity 2 over complete intersections. Luchezar L. Avramov*, Purdue University, West Lafayette
Ragnar-Olaf Buchweitz, University of Toronto
(899-13-175)
3:00 p.m. Hopf Galois theory for orders in KCp3. Robert G. Underwood*, Auburn University, Montgomery
(899-13-45)
3:30 p.m. Idealwise algebraic independence for elements of the completion of a local domain. William J. Heinzer*, Purdue University, West Lafayette
Christel Rotthaus, Michigan State University
Sylvia M. Wiegand, University of Nebraska, Lincoln
(899-13-134)
4:00 p.m. A generalization of a well-known theorem on excellent, normal rings. Christel Rotthaus*, Michigan State University
(899-13-173)
4:30 p.m. Ideal theory in two-dimensional regular local domains and birational extensions. William J. Heinzer, Purdue University, West Lafayette
David Lantz*, Colgate University
(899-13-227)
5:00 p.m. Prime ideals in two-dimensional domains over the integers. Aihua Li, Bismarck State College
Sylvia M. Wiegand*, University of Nebraska, Lincoln
(899-13-261)
5:30 p.m. Uppers in R[X] and a condition of Wiegand. Stephen J. McAdam*, University of Texas, Austin
Chandni Shah, University of California, Riverside
(899-13-61)
