A new characterization of \(k\)-uniformly rotund Banach space
Summary: A new characterization of \(k\)-uniformly rotund Banach spaces with \(1<p<+\infty\) is given. Moreover, a corresponding result in the locally \(k\)-uniformly rotund Banach space with \(1<p<+\infty\) is given.
scientific article; zbMATH DE number 6474244