We investigate a class of algebras that provides multiparameter versions of both quantum
symplectic space and quantum Euclidean 2 n-space. These algebras encompass the …

Skew PBW Extensions Page 1 Chapter 1 Skew PBW Extensions In this first chapter we
introduce the skew PBW extensions and we present some examples of this new class of rings …

A class of Poisson algebras An, ΓP, Q considered as a Poisson version of the
multiparameter quantized coordinate rings Kn, ΓP, Q of symplectic and Euclidean 2n-spaces …

Let D be an X-outer S-derivation of a prime ring R, where S is an automorphism of R. The
following is proved among other things: The degree of the minimal semi-invariant …

On prime and primitive ideals of the centrally extended Heisenberg double of SL2 Page 1
Journal of Algebra and Its Applications Vol. 22, No. 4 (2023) 2350096 (12 pages) © World …

Résumé Dans ce travail, on démontre que les cliques d'idéaux premiers d'une classe
d'extensions de Ore itérées coı̈ncident avec leurs orbites par rapport à une opération d'un …

Full article: Dérivations de L'anneau des Coordonnées de L'espace Quantique
Symplectique Skip to Main Content Taylor and Francis Online homepage Taylor and …

The group of Poisson automorphisms of the Poisson symplectic space Page 1 BULL. AUSTRAL.
MATH. SOC. 17B63, 16W20 VOL. 71 (2005) [505-516] THE GROUP OF POISSON …

A class of algebras KP, Q n, Γ, constructed by Horton in [2], includes the multiparameter
quantized coordinate rings of symplectic and Euclidean 2n-spaces, the graded quantized …

THE GROUP OF POISSON AUTOMORPHISMS OF THE COORDINATE RING OF POISSON
SYMPLECTIC SPACE Introduction In [6], Horton constructed a Page 1 THE GROUP OF …