Equivalence without determinantal divisors † : Linear and Multilinear Algebra: Vol 7, No 2

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Abstract

A simple number-theoretic lemma is proved, and then used to develop the theory of equivalence for matrices over principal ideal rings without recourse to the concept of determinantal divisors.

^†This work was supported by NSF Grant MCS76-8293.

Notes

^†This work was supported by NSF Grant MCS76-8293.

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Equivalence without determinantal divisors Footnote^†
^†This work was supported by NSF Grant MCS76-8293.

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Equivalence without determinantal divisors Footnote††This work was supported by NSF Grant MCS76-8293.

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Equivalence without determinantal divisors Footnote^†
^†This work was supported by NSF Grant MCS76-8293.