A generalized projection decomposition in Orlicz-Bochner spaces
Volume 68 / 2005
Banach Center Publications 68 (2005), 61-70
MSC: 46B20, 46E30.
DOI: 10.4064/bc68-0-7
Abstract
In this paper, a precise projection decomposition in reflexive, smooth and strictly convex Orlicz-Bochner spaces is given by the representation of the duality mapping. As an application, a representation of the metric projection operator on a closed hyperplane is presented.
