We approximate an upper semicontinuous multifunction F(t) from the interval [0,1] into the compact, connected subsets of a euclidean space by means of a decreasing sequence of multifunctions which are lipschitzian with respect to the Hausdorff distance.
Approximation from the Exterior of a Multifunction with connected Values Defined on an Interval / Benassi, Carlo 6/8/1962; Gavioli, Andrea. - In: ATTI DEL SEMINARIO MATEMATICO E FISICO DELL'UNIVERSITA' DI MODENA. - ISSN 0041-8986. - STAMPA. - 42:(1994), pp. 237-252.
Approximation from the Exterior of a Multifunction with connected Values Defined on an Interval
BENASSI, Carlo 6/8/1962;GAVIOLI, Andrea
1994
Abstract
We approximate an upper semicontinuous multifunction F(t) from the interval [0,1] into the compact, connected subsets of a euclidean space by means of a decreasing sequence of multifunctions which are lipschitzian with respect to the Hausdorff distance.
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