A. Novicki

most citedReal Forms of Complex Quantum Anti de Sitter Algebra

U_{q} (S p (4, C))

and their Contraction Schemes

81 citations · 81 across the 1 of their papers we have counts for

collaborators

1 paper

hep-th1991★ 81 cited

Real Forms of Complex Quantum Anti de Sitter Algebra $U_{q} (S p (4, C))$ and their Contraction Schemes

J. Lukierski, A. Novicki, H. Ruegg

We describe four types of inner involutions of the Cartan-Weyl basis providing (for $∣ q ∣ = 1$ and $q$ real) three types of real quantum Lie algebras: $U_{q} (O (3, 2))$ (quantum D=4 an…

Real Forms of Complex Quantum Anti de Sitter Algebra Uq​(Sp(4,C)) and their Contraction Schemes

Real Forms of Complex Quantum Anti de Sitter Algebra $U_{q} (S p (4, C))$ and their Contraction Schemes