Author investigates the properties of a certain kind of '%'convergence'%' of continuous single-valued fields to multivalued upper semicontinuous fields and shows that this convergence can be used analogously to the usual uniform convergence, to which it reduces when the field is single-valued.
Cellina, A. (1970). Multivalued differential equations and ordinary differential equations. SIAM JOURNAL ON APPLIED MATHEMATICS, 18(2), 533-538 [10.1137/0118046].
Multivalued differential equations and ordinary differential equations
Cellina, A
1970
Abstract
Author investigates the properties of a certain kind of '%'convergence'%' of continuous single-valued fields to multivalued upper semicontinuous fields and shows that this convergence can be used analogously to the usual uniform convergence, to which it reduces when the field is single-valued.
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