We consider local and global existence results for differential inclusions with infinite delay in a Banach space of the form $y'(t) \in Ay(t) + F(t,y_t) , t\geq \sigma , y_\sigma = \varphi \in \B$ and continuous dependence of the solutions set on the initial functions.
Existence and continuous dependence results for semilinear differential inclusions with infinite delay
GORI, Candida;RAGNI, Marcello;RUBBIONI, Paola
2002
Abstract
We consider local and global existence results for differential inclusions with infinite delay in a Banach space of the form $y'(t) \in Ay(t) + F(t,y_t) , t\geq \sigma , y_\sigma = \varphi \in \B$ and continuous dependence of the solutions set on the initial functions.File in questo prodotto:
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