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The idea behind the method is to write the equation to be proved in terms of independent variables only, removing all the dependent variables, effectively reducing the problem to
R. Sufficient conditions of the existence and uniqueness of bounded on real axis solutions of systems of linear functional differ- ential equations are established... 1..
We are concerned with the existence of bounded solutions of a boundary value problem on an unbounded domain for fractional order differential inclusions involving the Caputo
It is interesting that starting from this inclusion one can not only find spectral conditions for almost periodicity for a bounded uniformly continuous solution of Eq.(1) but
According to the behavior of the nonlinear source term, existence re- sults of bounded solutions, positive solutions, classical as well as weak solutions are provided.. For other
Abstract : In this paper, we prove the existence of positive solutions for Floquet boundary value problem concerning fractional functional differential equations with bounded
In [1], we showed that every weakly ℵ1 -separable group of cardinal ℵ1 is quasi-complete if and only if it is bounded and, in particular, the same holds for Q-groups of cardinal
We are concerned with the existence of bounded solutions of a boundary value problem on an unbounded domain for fractional order differential inclusions involving the Caputo
