In this paper we develop the method of non-smooth integral guiding functions to deal with the problem of existence of periodic solutions for functional differential inclusions with infinite delay in Hilbert spaces. As an example we study the periodic problem for a gradient functional differential inclusion with infinite delay. Key Words and Phrases: Non-smooth

NON-SMOOTH GUIDING FUNCTIONS AND PERIODIC SOLUTIONS OF FUNCTIONAL DIFFERENTIAL INCLUSIONS WITH INFINITE DELAY IN HILBERT SPACES / NGUYEN VAN LOI; VALERI OBUKHOVSKII; PIETRO ZECCA. - In: FIXED POINT THEORY. - ISSN 1583-5022. - STAMPA. - 13, No. 2:(2012), pp. 565-582.

NON-SMOOTH GUIDING FUNCTIONS AND PERIODIC SOLUTIONS OF FUNCTIONAL DIFFERENTIAL INCLUSIONS WITH INFINITE DELAY IN HILBERT SPACES

ZECCA, PIETRO
2012

Abstract

In this paper we develop the method of non-smooth integral guiding functions to deal with the problem of existence of periodic solutions for functional differential inclusions with infinite delay in Hilbert spaces. As an example we study the periodic problem for a gradient functional differential inclusion with infinite delay. Key Words and Phrases: Non-smooth
2012
13, No. 2
565
582
NGUYEN VAN LOI; VALERI OBUKHOVSKII; PIETRO ZECCA
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Utilizza questo identificatore per citare o creare un link a questa risorsa: https://hdl.handle.net/2158/790348
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