By Hülya Duru and others

Let *E* be a Banach function space on a probability measure space *(\Omega ,\Sigma,\mu).* Let *X* be a Banach space and *E(X)* be the associated K\"{o}the-Bochner space. An operator on *E(X)* is called a multiplication operator if it is given by multiplication by a function in *L^{\infty}(\mu).* In the main... Show more

April 14, 2011

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