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Title
Bounded Pseudo-Amenability and Contractibility of Certain Banach Algebras
Type of Research Article
Keywords
Amenability, Pseudo-amenability, Locally compact group, Group algebra, Fourier algebra, Biprojectivity
Abstract
The notion of bounded pseudo-amenability was introduced by Y. Choi and et al. [CGZ]. In this paper, similarly, we define bounded pseudo-contractibility and then investigate bounded pseudoamenability and contractibility of various classes of Banach algebras including ones related to locally compact groups and discrete semigroups. We also introduce a multiplier bounded version of approximate biprojectivity for Banach algebras and determine its relation to bounded pseudo-amenability and contractibility
Researchers Hasan Pourmahmood Aghababa (First Researcher)، Mohammad Hossein Sattari (Second Researcher)، HAMID SHAFIEASL (Third Researcher)