Ideal Connes amenability of certain dual Banach algebras

The concept of ideal Connes amenability of dual Banach algebras was introduced in [۹]. In this paperwe study ideal Connes amenability discrete Beurling algebras and relating ideal Connes amenability ofl۱(G; ω) to ideal Connes amenability of l۱(G/H,ω), where H is a closed normal subgroup of G, and theweight ω on G/H is de ned by bω([x]) = infzϵ[x]ω(z), where [x] stands for the coset of x in G/H . Also weinvestigate ideal Connes amenability of Lau product of Banach algebras.

کلیدواژه ها:

Banach algebra ، Discrete Weighted group Algebras ، Ideal Connes amenable ، Lau product