M. Vybornov

activity

19982004

most citedRelation between two geometrically defined bases in representations of

G L_{n}

3 citations · 11 across the 6 of their papers we have counts for

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math.RT2004★ 3 cited

Relation between two geometrically defined bases in representations of $G L_{n}$

Alexander Braverman, Dennis Gaitsgory, Maxim Vybornov

Let $V$ be an irreducible representation of group $G L_{n} (C)$ , which appears as a submodule in $(C^{n})^{\otimes d}$ , where $C^{n}$ is the tautological $n$ -…

math.RT2004★ 2 cited

Quiver varieties and Lusztig's algebra

Anton Malkin, Victor Ostrik, Maxim Vybornov

We study preprojective algebras of graphs and their relationship to module categories over representations of quantum SL(2). As an application, ADE quiver varieties of Nakajima are…

Relation between two geometrically defined bases in representations of GLn​

Quiver varieties and Lusztig's algebra

Relation between two geometrically defined bases in representations of $G L_{n}$