Amenable Tensor Categories and Their Realizations as AFD Bimodules

By T. Hayashi, S. Yamagami. 2000

62 citations recorded by the source corpus.

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

View Paper: https://www.semanticscholar.org/paper/355648a689a7867b2046cedc9da1a121bd75f63d

How researchers see this paper

The researchers whose trusted networks rank it highest, strongest advocate first. Every researcher gets a different order.

In Algebra and Number Theory

1. David Penneys
2. A. Henriques
3. S. Vaes
4. K. De Commer
5. A. Furman
6. Adrian Ioana
7. Martijn Caspers
8. Sorin Popa

In Geometry and Topology

1. David Penneys
2. A. Henriques
3. S. Vaes
4. K. De Commer
5. Adrian Ioana
6. T. Banica
7. Damien Gaboriau
8. Martijn Caspers

In Mathematical Physics

1. David Penneys
2. A. Henriques
3. S. Vaes
4. K. De Commer
5. Adrian Ioana
6. Sorin Popa
7. A. Furman
8. Martijn Caspers

Citations in the corpus

• Bicommutant categories from fusion categories (2015, background): “ j y j K j := M i;j C(x i;y j) C Hilb(H i;K j): 1This condition is present in the original denition [GLR85] of Ghez, Lima, and Roberts, but is omitted from many other references (e.g. from [Yam04] [HY00] [DR89]). It is automatic for categories that admit direct sums, but it can otherwise fail. 5 As”
• Strictly Outer Actions of Groups and Quantum Groups (2002, background): “In [ 15 ], Theorem 8.6, the same kind of result is stated, but we were unable to understand their complicated approach.”