On the spectrum of the analytic generator.
Multiplier Hopf algebras and duality
We define a category containing the discrete quantum groups (and hence the discrete groups and the duals of compact groups) and the compact quantum groups (and hence the compact groups and the duals of discrete groups). The dual of an object can be defined within the same category and we have a biduality theorem. This theory extends the duality between compact quantum groups and discrete quantum groups (and hence the one between compact abelian groups and discrete abelian groups). The objects in...
On a certain class of semi-simple subalgebras of a semi-simple Lie algebra
Crossed Products of Communtation Systems.
A New Technique to Deal With Cuntz-Algebras.
The Yang-Baxter and pentagon equation
The Group Property of the Invariant S of von Neumann Algebras.
A result on two one-parameter groups of automorphisms.
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