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Stable convex sets of matrices
1984
Linear and multilinear algebra
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A subset Ar of nxn c leixvaliwed matrices is stable if all powers of all matrices from the set A are uniformly bounded. We show that if-A is a bounded convex circular set which spans a stable linear subspace of matrices, then ;A, is stable if the spectral radius of any A A is bounded by 1.
doi:10.1080/03081088408817631
fatcat:furprgmwovc2hbifrmxjugt5sa