On nonconvex functional evolution inclusions involving m-dissipative operators

 
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1997 (EN)

On nonconvex functional evolution inclusions involving m-dissipative operators (EN)

Cardinali, T (EN)
Papalini, F (EN)
Papageorgiou, NS (EN)

In a recent paper Avgerinos-Papageorgiou [2], proved an existence result for a class of evolution inclusions driven by m-dissipative operators and with a nonconvex setvalued perturbation. In this paper we extend the work of Avgerinos-Papageorgiou [2] in several directions. First, we consider functional-evolution inclusions; i.e. the system under consideration has a memory feature. Second, the multivalued perturbation consists of the (EN)

journalArticle (EN)

Convex Set (EN)
Theoretical Framework (EN)
SPACES (EN)
lower semicontinuity (EN)
EQUATIONS (EN)
Differential Inclusion (EN)
Optimal Control Problem (EN)
Uniform Convergence (EN)
Mathematics (EN)
Control System (EN)
Extreme Point (EN)
Dissipative Operator (EN)
Hilbert Space (EN)


Czechoslovak Mathematical Journal (EN)

English

1997 (EN)

ISI:A1997XR49400011 (EN)
1 (EN)
0011-4642 (EN)
47 (EN)
135 (EN)
148 (EN)
10.1023/A:1022452507677 (EN)

CZECHOSLOVAK MATHEMATICAL JOURNAL (EN)




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