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Peeva, Irena - Department of Mathematics, Cornell University
SYZYGIES OF CODIMENSION 2 LATTICE IDEALS Irena Peeva Bernd Sturmfels
FLIPS AND THE HILBERT SCHEME OVER AN EXTERIOR ALGEBRA
BOUNDEDNESS VERSUS PERIODICITY OVER COMMUTATIVE LOCAL RINGS
August 2008 OPEN PROBLEMS
THE LCM-LATTICE in MONOMIAL RESOLUTIONS Vesselin Gasharov Irena Peeva Volkmar Welker
FINITE REGULARITY AND KOSZUL ALGEBRAS LUCHEZAR L. AVRAMOV AND IRENA PEEVA
HILBERT SCHEMES AND BETTI NUMBERS OVER A CLEMENTS-LINDSTROM RING
TORIC HILBERT SCHEMES Irena Peeva Mike Stillman
DEFORMATIONS OF CODIMENSION 2 TORIC VARIETIES Vesselin Gasharov Irena Peeva
HILBERT SCHEMES and MAXIMAL BETTI NUMBERS VERONESE RINGS
FRAMES and DEGENERATIONS MONOMIAL RESOLUTIONS
COMPLETE INTERSECTION DIMENSION Luchezar L. Avramov, Vesselin N. Gasharov, and Irena V. Peeva
GENERIC LATTICE IDEALS Irena Peeva Bernd Sturmfels
CONNECTEDNESS OF HILBERT SCHEMES Irena Peeva and Mike Stillman
RATIONALITY FOR GENERIC TORIC RINGS Vesselin Gasharov Irena Peeva Volkmar Welker
