We prove a conjecture of Nakajima describing the relation between the geometry of quiver varieties of type A and the geometry of the partial flags varieties and of the nilpotent variety
We prove a generating function formula for the Betti numbers of Nakajima quiver varieties. We prove ...
AbstractWe study preprojective algebras of graphs and their relationship to module categories over r...
In a previous paper the authors have attached to each Dynkin quiver an associative algebra. The def...
We prove a conjecture of Nakajima describing the relation between quiver varieties of type A and the...
We prove a conjecture of Nakajima describing the relation between quiver varieties of type A and the...
We construct Nakajima\u27s quiver varieties of type A in terms of affine Grassmannians of type A. Th...
We show that the fixed-point subvariety of a Nakajima quiver variety under a diagram automorphism is...
We investigate several types of Nakajima quiver varieties and their connection to the Kleinian singu...
This book is an introduction to the theory of quiver representations and quiver varieties, starting ...
1. Lusztig quiver varieties 2 1.1. The case of the Jordan quiver 3 1.2. The case of the quiver with ...
Abstract. In this note we give an explicit geometric description of some of the Nakajima’s quiver va...
The cohomology of Nakajima's varieties is known to carry a natural Weyl group action. Here this fact...
To a quiver Q and choices of nonzero scalars q_i, non-negative integers \alpha _i, and integers \the...
We obtain an explicit crystal isomorphism be-tween two realizations of crystal bases of finite dimen...
We obtain an explicit crystal isomorphism be-tween two realizations of crystal bases of finite dimen...
We prove a generating function formula for the Betti numbers of Nakajima quiver varieties. We prove ...
AbstractWe study preprojective algebras of graphs and their relationship to module categories over r...
In a previous paper the authors have attached to each Dynkin quiver an associative algebra. The def...
We prove a conjecture of Nakajima describing the relation between quiver varieties of type A and the...
We prove a conjecture of Nakajima describing the relation between quiver varieties of type A and the...
We construct Nakajima\u27s quiver varieties of type A in terms of affine Grassmannians of type A. Th...
We show that the fixed-point subvariety of a Nakajima quiver variety under a diagram automorphism is...
We investigate several types of Nakajima quiver varieties and their connection to the Kleinian singu...
This book is an introduction to the theory of quiver representations and quiver varieties, starting ...
1. Lusztig quiver varieties 2 1.1. The case of the Jordan quiver 3 1.2. The case of the quiver with ...
Abstract. In this note we give an explicit geometric description of some of the Nakajima’s quiver va...
The cohomology of Nakajima's varieties is known to carry a natural Weyl group action. Here this fact...
To a quiver Q and choices of nonzero scalars q_i, non-negative integers \alpha _i, and integers \the...
We obtain an explicit crystal isomorphism be-tween two realizations of crystal bases of finite dimen...
We obtain an explicit crystal isomorphism be-tween two realizations of crystal bases of finite dimen...
We prove a generating function formula for the Betti numbers of Nakajima quiver varieties. We prove ...
AbstractWe study preprojective algebras of graphs and their relationship to module categories over r...
In a previous paper the authors have attached to each Dynkin quiver an associative algebra. The def...
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