An existence theorem for the the Cauchy problem controlled by the differential inclusion x \in F(t, x), x(0) = 0 is proved under the following assumptions: the multifunction F(·, x) is measurable, the multivalued mapping F(t, ·) is lower semicontinuous and its graph is closed .
Selezioni continue ed equazioni differenziali multivoche
CARDINALI, Tiziana;
1985
Abstract
An existence theorem for the the Cauchy problem controlled by the differential inclusion x \in F(t, x), x(0) = 0 is proved under the following assumptions: the multifunction F(·, x) is measurable, the multivalued mapping F(t, ·) is lower semicontinuous and its graph is closed .File in questo prodotto:
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