AbstractIt is shown that Roth's theorems on the equivalence and similarity of block diagonal matrices hold for finite sets of matrices over a commutative ring
AbstractWasow investigated the problem of when, for a pair of matrices of analytic functions, pointw...
AbstractThis partly expository paper deals with a canonical-form problem for finite sets of matrices...
AbstractThis paper discusses the theory of similarity of matrices over a commutative Artinian princi...
AbstractIt is shown that Roth's theorems on the equivalence and similarity of block diagonal matrice...
AbstractIn 1952, W.E. Roth showed that matrix equations of the forms AX−YB = C and AX−XB = C over fi...
AbstractIt is shown that there is a connection between Roth's theorems on similarity and equivalence...
AbstractThis paper extends Roth's similarity theorem as follows: Let R be a ring with identity, B(λ)...
AbstractThe theory of companion matrices is used to give explicit representations for the matrices n...
AbstractThis paper extends Roth's similarity theorem as follows: Let R be a ring with identity, B(λ)...
AbstractIt is shown that there is a connection between Roth's theorems on similarity and equivalence...
AbstractIt is well known that if A and B are n × m matrices over a ring R, then coker A ≅ coker B do...
We prove that if is a principal ideal ring and is a matrix with trace zero, then is a commutator, th...
AbstractThe paper studies the problem on matrix similarity over a commutative rings. The conditions ...
We prove that if is a principal ideal ring and is a matrix with trace zero, then is a commutator, th...
AbstractRoth's theorem on the solvability of matrix equations of the form AX−YB=C is proved for matr...
AbstractWasow investigated the problem of when, for a pair of matrices of analytic functions, pointw...
AbstractThis partly expository paper deals with a canonical-form problem for finite sets of matrices...
AbstractThis paper discusses the theory of similarity of matrices over a commutative Artinian princi...
AbstractIt is shown that Roth's theorems on the equivalence and similarity of block diagonal matrice...
AbstractIn 1952, W.E. Roth showed that matrix equations of the forms AX−YB = C and AX−XB = C over fi...
AbstractIt is shown that there is a connection between Roth's theorems on similarity and equivalence...
AbstractThis paper extends Roth's similarity theorem as follows: Let R be a ring with identity, B(λ)...
AbstractThe theory of companion matrices is used to give explicit representations for the matrices n...
AbstractThis paper extends Roth's similarity theorem as follows: Let R be a ring with identity, B(λ)...
AbstractIt is shown that there is a connection between Roth's theorems on similarity and equivalence...
AbstractIt is well known that if A and B are n × m matrices over a ring R, then coker A ≅ coker B do...
We prove that if is a principal ideal ring and is a matrix with trace zero, then is a commutator, th...
AbstractThe paper studies the problem on matrix similarity over a commutative rings. The conditions ...
We prove that if is a principal ideal ring and is a matrix with trace zero, then is a commutator, th...
AbstractRoth's theorem on the solvability of matrix equations of the form AX−YB=C is proved for matr...
AbstractWasow investigated the problem of when, for a pair of matrices of analytic functions, pointw...
AbstractThis partly expository paper deals with a canonical-form problem for finite sets of matrices...
AbstractThis paper discusses the theory of similarity of matrices over a commutative Artinian princi...
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