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Methods are developed for constructing Luenberger-type observers for linear time-invariant descriptor systems. Based on the descriptor standard form derived here by means of a simple matrix calculus, full-order observers, reduced-order observers and function observers of a general type are proposed. Some necessary and sufficient conditions for the function observers to estimate linear functions of the state are discussed. Then, the so-called separation property of combined observer-controller systems is established.
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Minamide et al. (1989) studied this question.
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