• Addendum. On deformations of C*-algebras by actions of Kahlerian Lie groups 

      Tuset, Lars; Bielavsky, Pierre; Gayral, Victor; Neshveyev, Sergey (International Journal of Mathematics;Vol. 30, No. 11, Journal article; Peer reviewed, 2019-08-19)
      We show that two approaches to equivariant deformation of C∗-algebras by actions of negatively curved K¨ahlerian Lie groups, one based on oscillatory integrals and the other on quantizations maps defined by dual 2-cocycles, ...
    • On deformations of C*-algebras by actions of Kahlerian Lie groups 

      Tuset, Lars; Gayral, Victor; Bieliavsky, Pierre; Neshveyev, Sergey (Journal article; Peer reviewed, 2016)
      We show that two approaches to equivariant strict deformation quantization of C∗-algebras by actions of negatively curved Kählerian Lie groups, one based on oscillatory integrals and the other on quantizations maps defined ...
    • Quantization of subgroups of the affine group 

      Tuset, Lars; Bieliavsky, Pierre; Gayral, Victor; Neshveyev, Sergey (Journal of Functional Analysis;Volume 280, Issue 4, 108844, Journal article; Peer reviewed, 2021-02-15)
      Consider a locally compact group such that V is abelian and the action of Q on the dual abelian group has a free orbit of full measure. We show that such a group G can be quantized in three equivalent ways: (1) by ...