Denote by "frF" the multivalued mapping defined as the boundary of F. In the paper, in the setting T topological space and X is a topological linear space, the author studies the connection existing between the lower [respectively, upper] semicontinuity of the multivalued mapping F, and the lower [respectively, upper] semicontinuity of "frF". This paper can be seen as an extension of a previous work by the author and F. Papalini.
Relazioni tra una multifunzione e la sua frontiera
CARDINALI, Tiziana
1991
Abstract
Denote by "frF" the multivalued mapping defined as the boundary of F. In the paper, in the setting T topological space and X is a topological linear space, the author studies the connection existing between the lower [respectively, upper] semicontinuity of the multivalued mapping F, and the lower [respectively, upper] semicontinuity of "frF". This paper can be seen as an extension of a previous work by the author and F. Papalini.File in questo prodotto:
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