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In the underlying study it is shown how the linear method of theYosida-approximation of the derivative applies to solve possibly nonlinear andmultivalued functional differential equations like: \begin{eqnarray*}u^\prime(t) &\in& A(t,u_t)u(t) +\omega u(t), \ t \in \mathbb{R} \end{eqnarray*}Furthermore, in the case of finite and infinite delay we give an answer aboutwhether the solution is bounded, periodic, almost periodic, or some kind ofalmost automorphy.

Whole Line Solutions to Abstract Functional Differential Equations