Abstract
An n X n real matrix A = (a ij ) is called stable (resp. semistable) if each of its eigenvalues has negative (resp. nonpositive) real part. These notions are important because of their close connection with the stability of motion, which can be described especially simply for a system
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CITATION STYLE
APA
Jeffries, C., Klee, V., & Van Den Driessche, P. (1977). When is a Matrix Sign Stable? Canadian Journal of Mathematics, 29(2), 315–326. https://doi.org/10.4153/cjm-1977-035-3
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