摘要

Let (次, A, 米) is a finite measure space, E an order continuous Banach function space over 米, X a Banach space and E(X) the K the-Bochner space. A new simple proof is given of the result that a continuous linear operator T E(X) E(X) is a multiplication operator (by a function in Lㄓ) iff T(g f, x* %26gt; x) =g T(f), x* %26gt; x for every g Lㄓ, f E(X), x X, x* X*.

  • 出版日期2012

全文