2017
Том 69
№ 9

All Issues

Block-diagonal reduction of matrices over an $n$-simple Bézout domain $(n ≥ 3)$

Domsha O.V., Zabavskii B. V.

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Abstract

It is known that a simple Bézout domain is the domain of elementary divisors if and only if it is 2-simple. The block-diagonal reduction of matrices over an $n$ -simple Bézout domain $(n ≥ 3)$ is realized.

English version (Springer): Ukrainian Mathematical Journal 62 (2010), no. 2, pp 314-319.

Citation Example: Domsha O.V., Zabavskii B. V. Block-diagonal reduction of matrices over an $n$-simple Bézout domain $(n ≥ 3)$ // Ukr. Mat. Zh. - 2010. - 62, № 2. - pp. 275–280.

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