Quasicontinuous selections of upper continuous set-valued mappings
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Michigan State University Press
Abstract
In this paper, we extend a theorem of Matejdes on quasicontinuous selections of upper Baire continuous set-valued mappings from compact (or separable) metric range spaces to regular T1 range spaces. In addition, we also prove a quasicontinuous selection theorem for a special class of upper semicontinuous set-valued mappings.Description
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Real Analysis Exchange, vol.31(1), pp.63 - 72
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This work originally appeared in (see Citation), 2006, published by Michigan State University Press. The author retains the right to republish in other publications, with prior permission from the Press. This right is subject only to the stipulation that credit be given to the Articles prior publication in the Journal. The credit must state that the Journal is published by the Michigan State University Press.