Robert K. Brayton, Fred G. Gustavson, et al.
Mathematics of Computation
Paper
Stability Of Dynamical Systems: A Constructive Approach
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
Related
Robert K. Brayton, Stephen W. Director
IEEE Transactions on Circuits and Systems
Robert K. Brayton, Gary D. Hachtel, et al.
Proceedings of the IEEE
Giovanni De Micheli, Robert K. Brayton, et al.
IEEE TCADIS