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IEEE Transactions on Circuits and Systems
Paper

Stability Of Dynamical Systems: A Constructive Approach

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Abstract

A set A of n × n complex matrices is stable if for every neighborhood of the origin U ⊂ Cn there exists another neighborhood of the origin V, such that for each M ∊ A' (the set of finite products of matrices in A), MV ⊆ U. Matrix and Liapunov stability are related. © 1979 IEEE

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