PBW-bases of quantum groups.
Polynomial and transformation composition rings.
Polynomial rings over pseudovaluation rings.
Présentation jordanienne de l'algèbre de Weyl A₂
Let k be a commutative field. For any a,b∈ k, we denote by the deformation of the 2-dimensional Weyl algebra over k associated with the Jordanian Hecke symmetry with parameters a and b. We prove that: (i) any can be embedded in the usual Weyl algebra A₂(k), and (ii) is isomorphic to A₂(k) if and only if a = b.
Prime ideals and strongly prime ideals of skew Laurent polynomial rings.
Primitivity in skew Laurent polynomial rings and related rings.
Principal ideals in skew Polynomial rings
Pseudo linear transformations and evaluation in Ore extensions.