##
*
B. Marzouki
*

Almost periodic solutions for some multivalued
differential equations in Banach spaces

*(Lobachevskii Journal of Mathematics,
Vol.5, pp.3-11)*

It is known that in the frame of ordinary differential equations
$x'=f(t,x)$ in Banach space with $f$ almost-periodic in t
uniformly for x and strongly dissipative with respect to x, the
existence of a bounded solution is equivalent to the existence of
an almost-periodic one ( see \cite{H1},\cite{H2}). In this note we want
to generalize the result in the frame of a multivalued
differential equation $x'\in F(t,x)$.

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