A REPRESENTATION THEOREM FOR LOCALLY COMPACT QUANTUM GROUPS

By Marius Junge, M. Neufang, Z. Ruan. 2009

85 citations recorded by the source corpus.

Subfields: Algebra and Number Theory, Geometry and Topology, Mathematical Physics

View Paper: https://www.semanticscholar.org/paper/5c3ab49ce2a63ada1f534b47c62e385c9f031876

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In Algebra and Number Theory

1. Matthew Daws
2. Amaury Freslon
3. Michael Brannan
4. Moritz Weber
5. Makoto Yamashita

In Geometry and Topology

1. Matthew Daws
2. Amaury Freslon
3. Moritz Weber
4. Makoto Yamashita

In Mathematical Physics

1. Matthew Daws
2. Amaury Freslon
3. Michael Brannan
4. Moritz Weber
5. Makoto Yamashita

Citations in the corpus

• Examples of weakly amenable discrete quantum groups (2012, methodology): “ This definition makes sense in a more general setting and corresponds to the definition of J. Kraus and Z.J. Ruan in [19] for Kac algebras and to the definition of M. Junge, M. Neufang and Z.J. Ruan in [18] (see also [14]) for locally compact quantum groups. Definition 3.3. A net (ai) of elements of ℓ∞”
• Multipliers, Self-Induced and Dual Banach Algebras (2010, background): “This notion (at least when E = A) is often called a centraliser in the literature (see [25] or [26]).”