%0 Journal Article
%T A TOPOLOGICAL PROPERTY OF THE SOLUTION SET OF A SECOND-ORDER DIFFERENTIAL INCLUSION
%A Aurelian Cernea
%J Mathematics and its Applications : Annals of the Academy of Romanian Scientists
%D 2013
%I Academy of Romanian Scientists Publishing House
%X We consider a Cauchy problem for a Sturm-Liouville type differen-tial inclusion involving a nonconvex set-valued map and we prove thatthe set of selections corresponding to the solutions of the problem con-sidered is a retract of the space of integrable functions on unbounded interval
%K dierential inclusion
%K decomposable set
%K retract.
%U www.mathematics-and-its-applications.com/preview/nov2012/data/01_Cernea12.pdf