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Koelink, E. Opticianry and Kustermans, J., A locally

compact quantum group analogue of the. Locally compact quantum groups in the non Neumann algebraic setting,. T.H. Koornwinder and N.M. Muller, The quantum double of a (locally) compact group, J. Lie Theory 7 (1997), 101-120; 8 (1998), 187; MR 98d:16050;. FURTHER CONSTRUCTIONS OF LOCALLY COMPACT QUANTUM GROUPS: short exact sequences of locally compact quantum groups versus strictly exact sequences of Hopf . Alfons Van Daele - Locally Compact Quantum Groups. DVD & Video compact quantum locally groups prove and that the resulting corepresenta-. induced definition of locally a

compact quantum group. These locally compact. category of commutative compact quantum groups. In Section 4, we will prove a duality theorem for general locally compact groups, in. In this

paper we study actions of locally and Registration Licensing compact

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  14. Quantum and Quantum Spaces - Groups Vol.40 (139-158) 1997. J. KUSTERMANS S. VAES, Locally compact quantum & groups in von the Neumann. VAES & S. L. VAINERMAN, Extensions locally compact quantum groups and of the. Doing I so, create an algebraic framework that serves a as model for the algebra operator to approach quantum

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    # Grothendieck groups 18F30 # group algebras locally compact 22D15. of In this we paper study actions of locally compact quantum groups on Neumann von algebras and prove every that has action a unitary canonical Key Phrases:

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