Comments on model reduction by minimizing the equation error
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Minimization of the equation error is a well-known and powerful tool, which has been introduced to the reduction of time-invariant linear systems independently by Obinata and Inooka [1], [2] and by Eitelberg [3]-[5]. The purpose of this note is to examine critically the methods in [1], [2] and to propose to the readers of IEEE TRANSACTIONS ON AUTOMATIC CONTROL an altenative formalism, which has been tested successfully on systems of high order [3]-[5].
[1] R. A. Smith. Matrix Equation $XA + BX = C$ , 1968 .
[2] H. Inooka,et al. A method for reducing the order of multivariable stochastic systems , 1977 .
[3] G. Obinata,et al. A method for modeling linear time-invariant systems by linear systems of low order , 1976 .