Abstract
Most practical systems include time delays due to measurement, computation, transmission and transport phenomena. For the systems including such delays in output paths, we have been developing a state predictor that predicts the current state of the system. The predictor consists of full-order observers and finite interval integrators, which estimate past state and compensate the effect of delays, respectively. In this paper, we introduce another finite interval integrators into the predictor in order to take the latest information included in the output into account.