%ADobrev, V K
%AParashar, P
%D1992
%I; International Centre for Theoretical Physics (ICTP), Trieste (Italy)
%J
%K72 PHYSICS OF ELEMENTARY PARTICLES AND FIELDS, 71 CLASSICAL AND QUANTUM MECHANICS, GENERAL PHYSICS, LORENTZ GROUPS, ALGEBRA, COMMUTATION RELATIONS, GROUP THEORY, 662110, 661100, THEORY OF FIELDS AND STRINGS, CLASSICAL AND QUANTUM MECHANICS
%PMedium: X; Size: [19] p.
%TDuality for multiparametric quantum GL(n) and for a Lorentz quantum group
%XWe show that the algebra U{sub uq} dual to the multiparametric deformation GL{sub uq}(n,C) may be realized a la Sudbery, viz, tangent vectors at the identity. Furthermore, we give the Cartan-Weyl basis of U{sub uq} and show that this is consistent with Sudbery duality. We also give the algebra dual to the matrix Lorentz quantum group of Podles-Woronowicz and Watamura et al. (author). 30 refs.
%0Technical Report
IAEA Other: ON: DE93613048; TRN: XA9233067008181 INIS English