For algebraic varieties defined by hyperkahler or, more generally, algebraic symplectic reduction, it is a long-standing question whether the "hyperkahler Kirwan map" on cohomology is surjective. We resolve this question in the affirmative for Nakajima quiver varieties. We also establish similar results for other cohomology theories and for the derived category. Our proofs use only classical topological and geometric arguments
Let Y be a smooth algebraic stack exhausted by quotient stacks. Given a Kirwan-Ness stratification o...
This book is an introduction to the theory of quiver representations and quiver varieties, starting ...
Let Y be a smooth algebraic stack exhausted by quotient stacks. Given a Kirwan-Ness stratification o...
For algebraic varieties defined by hyperk¨ahler or, more generally, algebraic symplectic reduction, ...
For algebraic varieties defined by hyperk¨ahler or, more generally, algebraic symplectic reduction, ...
This paper gives a partial desingularization construction for hyperkähler quotients and a criterion ...
We study an integration theory in circle equivariant cohomology in order to prove a theorem relating...
In this thesis we study the topology and geometry of hyperkähler quotients, as well as some related...
In this thesis we study the topology and geometry of hyperkähler quotients, as well as some related ...
The results of this paper concern the Morse theory of the norm-square of the moment map on the space...
We study an integration theory in circle equivariant cohomology in order to prove a theorem relating...
AbstractWe study an integration theory in circle equivariant cohomology in order to prove a theorem ...
ABSTRACT. The main results of this manuscript concern the Morse theory associated to the norm-square...
ABSTRACT. The results of this paper concern the Morse theory of the norm-square of the moment map on...
In this paper we survey geometric and arithmetic techniques to study the cohomology of semiprojectiv...
Let Y be a smooth algebraic stack exhausted by quotient stacks. Given a Kirwan-Ness stratification o...
This book is an introduction to the theory of quiver representations and quiver varieties, starting ...
Let Y be a smooth algebraic stack exhausted by quotient stacks. Given a Kirwan-Ness stratification o...
For algebraic varieties defined by hyperk¨ahler or, more generally, algebraic symplectic reduction, ...
For algebraic varieties defined by hyperk¨ahler or, more generally, algebraic symplectic reduction, ...
This paper gives a partial desingularization construction for hyperkähler quotients and a criterion ...
We study an integration theory in circle equivariant cohomology in order to prove a theorem relating...
In this thesis we study the topology and geometry of hyperkähler quotients, as well as some related...
In this thesis we study the topology and geometry of hyperkähler quotients, as well as some related ...
The results of this paper concern the Morse theory of the norm-square of the moment map on the space...
We study an integration theory in circle equivariant cohomology in order to prove a theorem relating...
AbstractWe study an integration theory in circle equivariant cohomology in order to prove a theorem ...
ABSTRACT. The main results of this manuscript concern the Morse theory associated to the norm-square...
ABSTRACT. The results of this paper concern the Morse theory of the norm-square of the moment map on...
In this paper we survey geometric and arithmetic techniques to study the cohomology of semiprojectiv...
Let Y be a smooth algebraic stack exhausted by quotient stacks. Given a Kirwan-Ness stratification o...
This book is an introduction to the theory of quiver representations and quiver varieties, starting ...
Let Y be a smooth algebraic stack exhausted by quotient stacks. Given a Kirwan-Ness stratification o...