Lw∗wc and Rw∗wc and weak amenability of banach algebras

We introduce some new concepts as lef t − weak∗ − weak convergence property [Lw∗wc−property] and right−weak∗− weak convergence property [Rw∗wc−property] for Banach algebra A. Suppose that A ∗ and A ∗∗, respectively, have Rw∗wc−property and Lw∗wc−property, then if A ∗∗ is weakly amenable, it follows...

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書誌詳細

出版年:	Journal of Hyperstructures
主要な著者:	K. Haghnejad Azar, Z. Ranjbar
フォーマット:	論文
言語:	英語
出版事項:	University of Mohaghegh Ardabili 2012-12-01
主題:	amenability weak amenability derivation arens regularity topological centers module actions lef t − weak∗ − to − weak convergence
オンライン･アクセス:	https://jhs.uma.ac.ir/article_2548_fa8ed25521d04fb42f92af395137d412.pdf