This paper investigates the feedback stabilization of non-homogeneous
delayed bilinear systems, evolving in Hilbert state space. More
precisely, under observability like assumption, we prove the exponential
and strong stability of the solution by using a bounded feedback
control. The partial stabilization is discussed as well. The proof of
the main results is based on the decomposition method. The decay
estimates of the corresponding solution are obtained. Finally, some
examples are presented.