Janet C. Vassilev Home Page

Janet C. Vassilev

Department of Mathematics, Surge 233

UC Riverside, Riverside, CA 92521

Biographical Information (full CV)

My primary research interest is Commutative Algebra and Algebraic Geometry and in particular:

Tight Closure

Singularity Theory

Local Cohomology

Full ideals

Ph.D., Mathematics, UCLA, Test ideals in Gorenstein isolated singularities and F-finite reduced rings (1997).

Advisors: Richard Elman (UCLA) and Craig Huneke (University of Kansas, formerly of Purdue University).

B.A., Mathematics, University of Chicago (1991).

Click to see my CV, research statement and teaching statement (in pdf format) and links to some papers.

	When is the tight closure determined by the test ideal? with Adela Vraciu, submitted. Structure on the set of closure operations of a commutative ring, to appear in J of Alg. Local Cohomology Modules with Infinite Dimensional Socles, with T. Marley, Proc. Amer. Math. Soc., (132) (2004), 3485-3490. Cofiniteness and associated primes of local cohomology modules, with T. Marley, J. of Alg., (256) (2002), no. 1, 180-193. Test Ideals in Quotients of F-finite regular local rings, Trans. A.M.S., (350) (1998), 4041-4051. Test Ideals in Gorenstein isolated singularities and F-finite reduced rings, Thesis, University of California, Los Angeles, 1997.