Dual spaces of JB*-triples and the Radon-Nikodym property.
Dual topology of a nilpotent Lie group
Dual vector fields ii: calculating the Jacobian
Given a Lie algebra with a chosen basis, the change of coordinates relating coordinates of the first and second kinds near the identity of the corresponding local group yields some remarkable vector fields and dual vector fields. One family of vector fields is dual to a representation of the Lie algebra acting on a Fock-type space. To this representation an abelian family of dual vector fields is associated. The exponential of these commuting operators acting on an appropriate vacuum yields the...
Durch graduierte Lie-Algebren definierte Paar-Algebren.
Dynamical matrices of elliptic quantum groups and connection matrices for the -KZ equations.