The $L^0$-extension of an $L^{\infty }$-normed module

Abstract

In this paper, we embed each $L^{\infty }$-normed module $E$ into an appropriate and unique complete random normed module $E_0$ so that the properties of $E$ are closely related to the properties of $E_0$.

References in corpus (1)

• On random convex analysis -- the analytic foundation of the module approach to conditional risk measures