Milena Hering
Department of Mathematics
University of Connecticut
Department of Mathematics
196 Auditorium Road
University of Connecticut, U-3009
Storrs, CT 06269-3009
USA
Tel:(860) 486-3120
Fax:(860) 486-4238
Office: MSB M322
E-mail:
milena.hering@uconn.edu
I am an assistant professor at the University of Connecticut. Currently I am on leave at Edinburgh University. Here is a copy of my cv.
Research interests
Algebraic geometry and combinatorics; Toric varieties; Syzygies; Hilbert schemes. My research is supported by NSF.
Teaching
Publications and preprints
With Benjamin Howard: The ring of evenly weighted points on the projective line.
With Diane Maclagan: The T-graph of a multigraded Hilbertscheme, Experimental Mathematics, 21:3, 280-297. The accompanying Macaulay package is available here.
With Tristram Bogart, Christian Haase, Benjamin Lorenz, Benjamin Nill, Andreas Paffenholz, Francisco Santos, Hal Schenck: Few smooth d-polytopes with N lattice point, arXiv:1010.3887, submitted.
With José González, Sam Payne and Hendrik Süβ: Cox rings and pseudoeffective cones of projectivized toric vector bundles, arXiv:1009.5238, Algebra and Number Theory, Vol. 6 (2012), No. 5, 995‒1017.
With Mircea Mustaţă and Sam Payne: Positivity for toric vectorbundles, arXiv:0805.4035, Annales de l'Institut Fourier 60 (2010), fascicule 2, 607-640.
Multigraded regularity and the Koszul property, arXiv:0712.2251, Journal of Algebra 323 (2010), 1012-1017.
My Ph.D. thesis: Syzygies of toric varieties, University of Michigan, 2006.
With Hal Schenck and Greg Smith: Syzygies, multigraded regularity and toric varieties, Compositio Math. 142 (2006), 1499-1506, arXiv:math/0502240.
With Alex Küronya and Sam Payne: Asymptotic cohomological functions of toric divisors, Advances in Mathematics, 207 (2006), no. 2, 634-645, arXiv:math/0501104.
With Jean-Charles Faugere and Jeff Phan: The Membrane Inclusion Curvature Equations, in Advances in Applied Mathematics, 31 (2003), no. 4, 643--658.
Miscellanea
The Algebraic Geometry Northeastern Series: AGNES.