The Amenability of Measure Algebras

By H. Garth Dales, F. Ghahramani, A. Helemskiĭ. 2002

101 citations recorded by the source corpus.

Subfields: Algebra and Number Theory, Mathematical Physics

View Paper: https://www.semanticscholar.org/paper/0fa349cf31e69bc09fc8b3b949aa43e23292f0d7

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In Algebra and Number Theory

1. Volker Runde
2. Matthew Daws

In Mathematical Physics

1. Volker Runde
2. Matthew Daws
3. N. Spronk

Citations in the corpus

• Dual Banach algebras: Connes-amenability, normal, virtual diagonals, and injectivity of the predual bimodule (2003, background): “2 seems to be “too strong” in the sense that it only characterizes fairly uninteresting examples in those classes: A von Neumann algebra is amenable if and only if it is subhomogeneous ([26]), and the measure algebra M(G) of a locally compact group G is amenable if and only if G is discrete and amen”