activity
20002004
most citedStringy Chern classes of singular varieties

9 citations · 16 across the 5 of their papers we have counts for

collaborators

7 papers

hep-th20041 cited

A Localization Principle for Orbifold Theories

Tommaso de Fernex, Ernesto Lupercio, Thomas Nevins +1

In this article, written primarily for physicists and geometers, we survey several manifestations of a general localization principle for orbifold theories such as -theory, inde…

math.AG20049 cited

Stringy Chern classes of singular varieties

Tommaso de Fernex, Ernesto Lupercio, Thomas Nevins +1

Motivic integration and MacPherson's transformation are combined in this paper to construct a theory of "stringy" Chern classes for singular varieties. These classes enjoy strong b…

math.AG20034 cited

From solitons to many-body systems

David Ben-Zvi, Thomas Nevins

We present a bridge between the KP soliton equations and the Calogero-Moser many-body systems through noncommutative algebraic geometry. The Calogero-Moser systems have a natural g…

math.AG20032 cited

Sklyanin algebras and Hilbert schemes of points

T. A. Nevins, J. T. Stafford

We construct projective moduli spaces for torsion-free sheaves on noncommutative projective planes. These moduli spaces vary smoothly in the parameters describing the noncommutativ…

math.AG2002

Cusps and $\D$-Modules

David Ben-Zvi, Thomas Nevins

We study interactions between the categories of $\D$-modules on smooth and singular varieties. For a large class of singular varieties , we use an extension of the Grothendieck-…

math.AG2000

Moduli spaces of framed sheaves on certain ruled surfaces over elliptic curves

Thomas A. Nevins

Fix a ruled surface S obtained as the projective completion of a line bundle L on a complex elliptic curve; we study the moduli problem of parametrizing certain pairs consisting of…