Given a topological space \(X\). Then \(C^b(X)\) denotes the space of bounded continuous (real- or complex-valued) functions on \(X\). Equipped with the uniform norm \(C^b(X)\) is a normed vector space .
Given a topological space \(X\). Then \(C^b(X)\) denotes the space of bounded continuous (real- or complex-valued) functions on \(X\). Equipped with the uniform norm \(C^b(X)\) is a normed vector space .