Pages that link to "Item:Q1097952"

The following pages link to K-invariants in the universal enveloping algebra of the de Sitter group (Q1097952):

Displaying 7 items.

• The image of the Lepowsky homomorphism for the split rank one symplectic group (Q949585) (← links)
• A new approach to computing generators for \(\mathcal U(\mathfrak g)^K\) (Q1048199) (← links)
• A transversality property of a derivation of the universal enveloping algebra \(U(k)\), for \(SO(n,1)\) and \(SU(n,1)\) (Q1191460) (← links)
• A strict Positivstellensatz for enveloping algebras (Q2509057) (← links)
• \(K\)-invariants in the algebra \(U(\mathfrak{g})\otimes C(\mathfrak{p})\) for the group \(SU(2,1)\) (Q2786995) (← links)
• Générateurs de l'algèbre ${\cal U}(G)^K$ avec $G=SO(m)$ ou $SO_0(1,m-1)$ et $K=SO(m-1)$ (Q3344389) (← links)
• The Image of the Lepowsky Homomorphism for the Group F (Q5250740) (← links)