Addendum to “Amenability properties of Banach algebra valued continuous functions” [J. Math. Anal. Appl. 422 (2015) 1335–1341]

Amenability-like properties of C(X,A)

“…It is known that C (X , A), the set of all A-valued continuous functions on X, is a Banach algebra with pointwise algebraic operations and the uniform norm ||f || ∞ := sup x∈X ||f (x)||, f ∈ C(X, A) [4]. In the nice papers [2,8], Ghamarshoushtari and Zhang studied amenability and weak amenability of C (X , A). They showed that C (X , A) is amenable if and only if A is amenable.…”