A CONTROLLABILITY PROBLEM FOR IMPULSIVE SEMILINEAR DEGENERATE FUNCTIONAL DIFFERENTIAL INCLUSIONS WITH INFINITE DELAY
Authors:
Type:
Article
Pages:
from 383
to 386
Status:
Published
Received:
29.08.2014
Accepted:
07.10.2014
Published:
07.10.2014
Language:
Russian
Keywords:
controllability, functional differential inclusion, topogical degree
Abstract (English):
In this paper we consider a system governed by degenerate functional differential inclusions in Banach space with the presence of impulse effect and with the infinite delay, assuming that the linear part of inclusion generates a generalized Co- semigroup.
In this paper we consider a system governed by degenerate functional differential inclusions in Banach space with the presence of impulse effect and with the infinite delay, assuming that the linear part of inclusion generates a generalized Co- semigroup.
Keywords:
controllability, functional differential inclusion, topogical degree
controllability, functional differential inclusion, topogical degree
1. Kamenskii M., Obukhovskii V., Zecca P. Condensing Multivalued Maps and Semilinear Differential Inclusions in Banach Spaces, Berlin - New York, Walter de Gruyter, 2001.
2. Obukhovskii V., Zecca P. Controllability for systems governed by semilinear differential inclusions in a Banach space with a non-compact semigroup, Nonlinear Anal., 70, 2009, 3424-3436.
