V. Ostapenko

collaborators

Showing math.QAShow all

2 papers · 1 filter

math.QA2006

Quantization of orbit bundles in $g l^{*} (n, C)$

A. Mudrov, V. Ostapenko

Let $G$ be the complex general linear group and $g$ its Lie algebra equipped with a factorizable Lie bialgebra structure; let $U_{h}$ be the corresponding quantum group. We construct…

math.QA2002

$\Ughr$ invariant quantization on some homogeneous manifolds

Vadim Ostapenko

We consider a class of homogeneous manifolds over a simple Lie group which appears in the problem of classification of homogeneous manifolds with reductive subgroups of maximal ran…

Quantization of orbit bundles in gl∗(n,C)

$\Ughr$ invariant quantization on some homogeneous manifolds

Quantization of orbit bundles in $g l^{*} (n, C)$