Abstract
For pipelining and block processing in linear time-varying (LTV), linear periodically time-varying (LPTV), and linear time-invariant (LT!) discrete-time systems, we suggest to use the general solution of state space equations. First, we develop three pipelined-block models for LTY, LPTY, and LT! discrete-time systems, and two pipelined-block structures. Afterwards, we analyse complete state controllability, com plete output controllability, and complete observability of LTV and LT! pipelined-block discrete-time systems.
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