96 citations · 342 across the 37 of their papers we have counts for
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math.SG2003
Abelianization for hyperkahler quotients
Tamas Hausel, Nicholas Proudfoot
We study an integration theory in circle equivariant cohomology in order to prove a theorem relating the cohomology ring of a hyperkahler quotient to the cohomology ring of the quo…
math.AG2003
Hyperpolygon spaces and their cores
Megumi Harada, Nicholas J. Proudfoot
Given an n-tuple of positive real numbers, Konno defines an algebraic variety called a hyperpolygon space, a hyperkahler analogue of the Kahler variety parametrizing spacial polygo…
math.CO2003★ 5 cited
The equivariant Orlik-Solomon algebra
Nicholas J. Proudfoot
Given a real arrangement , the complement of the complexification of admits an action of by complex conjugation. We define the equivariant Orlik-Solomo…