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In this paper, simultaneous strong stabilization problem is considered and it is shown that there is no upper bound for the minimal order of a simultaneously strongly stabilizing compensator, in terms of the plant orders. A similar problem was also considered in [lo], where it was shown that such a bound does not exist for the strong stabilization problem of a single plant. But the examples given in [lo] were forcing an approximate unstable pole-zero cancellation, or forcing the distancedoi:10.1109/9.486644 fatcat:ot334vzgdnb7vgnmkbwhslsaci