Reducibility of canonical t-cyclic monomial matrices over commutative local rings.

Autor

  • M. Bortosh Faculty of Mathematics, Uzhhorod National University, Uzhhorod, Ukraine

Słowa kluczowe:

Monomial matrix, cyclic matrix, commutative local ring, defining sequence, reducibility

Abstrakt

We study canonical t-cyclic matrices over commutative local rings.

Bibliografia

V. M. Bondarenko, M. Yu. Bortos, R. F. Dinis and A. A. Tylyshchak Indecomposable and irreducible t-monomial matrices over commutative rings, Algebra Discrete Math., 22 (2016), 11–20.

V. M. Bondarenko and M. Yu. Bortosh Dostatni umovy zvidnosti v katehorii monomialnykh matryts nad komutatyvnym lokalnym kilcem [Sufficient conditions in the category of monomial matrices over a commutative

V. M. Bondarenko and M. Yu. Bortosh Indecomposable and isomorphic objects in category of monomial matrices over a local ring, Ukrainian Mathematical Journal, 69 (2017), 889 – 904.

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