Fields- Workshop on Operator Spaces, Locally Compact Quantum Groups and Amenability
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Title: Coamenability and quantum groupoids
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Title: Product type actions of compact quantum groups
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Title: Graphs of quantum groups and K-amenability
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Title: Property T for locally compact quantum groups
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Title: Hypergroups and their amenability notions
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Title: Weighted Fourier algebras on non-compact Lie groups and their spectrumy
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Title: Lp -representations of discrete quantum groups
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Title: Isometries of real Hilbert C*-modules
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Title: Unitarizable group representations and amenable operator algebras
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Title: Amenability properties of Banach algebra valued continuous functions
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Title: Haagerup approximation property and positive cones associated with a von Neumann algebra
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Title: Amenability properties of the noncommutative Schwartz space
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Title: Quantum Wiener chaos expansion
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Title: Quantum groups actions and noncommutative boundaries
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Title: The Haagerup property of the generalised Drinfel'd double.
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Title: The Haagerup property for arbitrary von Neumann algebras
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Title: An uncertainty principle for unimodular quantum groups
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Title: Amenable minimal Cantor systems of free groups arising from
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Title: Dimension-flatness and Lück's amenability conjecture.
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Title: Taylor’s functional calculus and derived categories
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