On the one-side equivalence of matrices with given canonical diagonal form

Volodymyr Shchedryk

Abstract


The simpler form of a matrix with  canonical diagonal form \(diag (1, \ldots ,  1,  \varphi,  \ldots  , \varphi  )\) obtained by the one-side transformation is determined.


Keywords


adequate ring, canonical diagonal form, Hermite normal form, one-side equivalence of matrices, invariants, primitive matrices

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