 CARMA SEMINAR
 Speaker: Coenraad Labuschagne, University of South Australia
 Title: The ChaneyShaefer $\ell$Tensor Product $E\tilde{\otimes}_{\ell}Y$
 Location: Room V129, Mathematics Building (Callaghan Campus) The University of Newcastle
 Time and Date: 4:00 pm, Thu, 21^{st} Apr 2011
 Abstract:
The ChaneySchaefer $\ell$tensor product $E\tilde{\otimes}_{\ell}Y$ of a Banach lattice $E$ and a Banach space $Y$ may be viewed as an extension of the Bochner space $L^p(\mu,Y) (1\leq p < \infty)$. We consider an extension of a classical martingale characterization of the Radon Nikodým property in $L^p(\mu,Y)$, for $1 < p < 1$, to $E\tilde{\otimes}_{\ell}Y$. We consider consequences of this extension, and time permitting, use it to represent setvalued measures of risk dened on Banach latticevalued Orlicz hearts.
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