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The contragredient equivalence for several matrices: a set of invariants

By J. Gelonch


AbstractIn this paper, the contragredient equivalence is extended to several matrices and a reduced form of the cyclically multiplicable n-tuples of matrices under this equivalence is defined and constructed. An invariant set of elementary divisors (the spectrum of divisors) is found. This set describes completely the reduced form of a given cyclically multiplicable n-tuple

Publisher: Elsevier Science Inc.
Year: 1999
DOI identifier: 10.1016/S0024-3795(98)10212-4
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