Titlebook: Amenable Banach Algebras; A Panorama Volker Runde Book 2020 Springer Science+Business Media, LLC, part of Springer Nature 2020 Amenability

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linear

https://doi.org/10.1007/978-3-663-09693-1anach algebras are, among others, von Neumann algebras, the measure algebra .(.). and the Fourier–Stieltjes algebra .(.) of a locally compact group ., or the algebras . of all bounded linear operators on a reflexive Banach space ..

乱砍

Frank Ulrich Rückert,Michael Sauerlgebras: as it ignores the dual space structure of dual Banach algebras, it is too strong to encompass sufficiently many interesting examples. The “right” notion of amenability for dual Banach algebras is Connes-amenability, which takes the additional structure into account.

别名

Amenable Banach Algebras,nd F. Perhaps the most important one is the group algebra .. It is a complete invariant for .: if . and . are locally compact groups such that . and . are isometrically isomorphic, then . and . are topologically isomorphic, i.e., all information about . is already encoded in ..

notion

antidote

Dual Banach Algebras,anach algebras are, among others, von Neumann algebras, the measure algebra .(.). and the Fourier–Stieltjes algebra .(.) of a locally compact group ., or the algebras . of all bounded linear operators on a reflexive Banach space ..

saturated-fat

condone

出处

Examples,ative .-algebras, the algebras of compact operators on certain classical sequence spaces, and we can use standard constructions like quotients, tensor products, .-direct sums, etc., to get further examples from the old ones.

大约冬季

Dual Banach Algebras,anach algebras are, among others, von Neumann algebras, the measure algebra .(.). and the Fourier–Stieltjes algebra .(.) of a locally compact group ., or the algebras . of all bounded linear operators on a reflexive Banach space ..