9 citations · 25 across the 4 of their papers we have counts for
4 papers
Representations of quantum conjugacy classes of orthosymplectic groups
Thomas Ashton, Andrey Mudrov
Let be the complex symplectic or special orthogonal group and $\g$ its Lie algebra. With every point of the maximal torus we associate a highest weight module…
R-matrix and Mickelsson algebras for orthosymplectic quantum groups
Thomas Ashton, Andrey Mudrov
Let $\g$ be a complex orthogonal or symplectic Lie algebra and $\g'\subset \g$ the Lie subalgebra of rank $\rk \g'=\rk \g-1$ of the same type. We give an explicit construction of g…
Quantization of borderline Levi conjugacy classes of orthogonal groups
Thomas Ashton, Andrey Mudrov
We construct equivariant quantization of a special family of Levi conjugacy classes of the complex orthogonal group , whose stabilizer contains a Cartesian factor $SO(2)\tim…
On representations of quantum conjugacy classes of GL(n)
Thomas Ashton, Andrey Mudrov
Let be a closed Poisson conjugacy class of the complex algebraic Poisson group GL(n) relative to the Drinfeld-Jimbo factorizable classical r-matrix. Denote by the maximal t…