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NTIS 바로가기Journal of optimization theory and applications, v.106 no.3, 2000년, pp.527 - 550
MUSELLI, E. (Researcher, Department of Mathematics, University of Genova, Genova, Italy)
In vector optimization, several authors have studied the upper and lower semicontinuity for mappings involving constraints in topological vector spaces partially ordered through a cone with nonempty interior. In this paper, we give conditions about the upper and lower semicontinuity in the case that the ordering cone in the parameter space has possibly empty interior, as it happens in many function spaces and seqence spaces.
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