We consider set-valued functions defined on a cornpact Hausdorff topological space and wìth compact convex values in a Fréchet space. We give some conditions which ensure that a set of set-valued functions is a Korovkin set with respect to monotone operators.
Approximation of set-valued continuous functions in Fréchet spaces, I
CAMPITI, Michele
1991-01-01
Abstract
We consider set-valued functions defined on a cornpact Hausdorff topological space and wìth compact convex values in a Fréchet space. We give some conditions which ensure that a set of set-valued functions is a Korovkin set with respect to monotone operators.File in questo prodotto:
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