SU\G(𝔸)/K·U

On similarity of matrices over commutative rings

В. М. Прокіп

Type: Article

Publication Date: 2005-02-02

Citations: 11

DOI: https://doi.org/10.1016/j.laa.2004.11.015

Locations

  • Linear Algebra and its Applications - View

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Works That Cite This (8)

Action Title Year Authors
+ Affine Mendelsohn triple systems and the Eisenstein integers 2020 Alex W. Nowak
+ PDF Chat Diagonalization of matrices over the domain of principal ideals with minimal polynomial m(λ) = (λ − α)(λ − β), α ≠ β 2011 В. М. Прокіп
+ PDF Chat The rank conditions such that AB and BA are similar and applications 2007 Cao Chong-guang
Xiaomin Tang
Li Ming Yang
+ Diagonability of matrices over commutative semirings 2018 Tan Yi-jia
+ Structure of Rank-One Matrices Over the Domain of Principal Ideals Relative to Similarity Transformations 2018 В. М. Прокіп
+ PDF Chat On Solvability of the Matrix Equation AX – XB = C over Integer Rings 2019 В. М. Прокіп
+ On the Similarity of Certain Integer Matrices with Single Eigenvalue over the Ring of Integers 2019 С. В. Сидоров
+ Distributive Mendelsohn triple systems and the Eisenstein integers 2019 Alex W. Nowak

Works Cited by This (5)

Action Title Year Authors
+ Simultaneous diagonalization of an algebraic family of matrices 1991 Wojciech Kucharz
+ PDF Chat Diagonalization of matrices over regular rings 1997 Pere Ara
K. R. Goodearl
K.C. O’Meara
Enrique Pardo
+ Diagonalization Over Commutative Rings 1990 R. Bruce Richter
William P. Wardlaw
+ Simultaneous reduction to triangular forms after extension with zeroes 1998 Harm Bart
Rob Zuidwijk
+ Matrices over Commutative Rings 2022 William C. Brown