DOIAbstract
AbstractIf M and N are in M(n,C) and have the same rank, then there exist P and Q in GL(n,C) such that PMQ=N. We show that P and Q can be chosen similar, or, equivalently, that there exist invertible matrices R and S such that RSMSR=N
AbstractIf M and N are in M(n,C) and have the same rank, then there exist P and Q in GL(n,C) such that PMQ=N. We show that P and Q can be chosen similar, or, equivalently, that there exist invertible matrices R and S such that RSMSR=N
AbstractIn this work, we give a new and elementary proof that simultaneous similarity and simultaneo...
AbstractIn this paper we solve completely and explicitly the long-standing problem of classifying pa...
We study transformations by unitary similarity of a nonderogatory matrix to certain rank structured ...
Suppose that A and B are two complex n×n matrices. What is the sufficient or necessary condition suc...
In this paper we shall discuss when an invertible matrix and its inverse are similar.We shall...
AbstractIf A is an n × n matrix over an infinite field F, k is a positive integer, and R is an arbit...
AbstractThe paper studies the problem on matrix similarity over a commutative rings. The conditions ...
Let R be a (commutative) local principal ideal ring of length two, for example, the ring R = Z/p(2)Z...
AbstractLet F be a field and F[x] the ring of polynomials in an indeterminate x over F. Let Mn(F), M...
AbstractThis partly expository paper deals with a canonical-form problem for finite sets of matrices...
AbstractWe give a solution to the question: given matrices A and A′ in GL(2, Z), when is there a thi...
AbstractLet A, B be n × n matrices with entries in a field F. We say A and B satisfy property D if B...
This thesis will deal with similar matrices, also referred to as matrix conju- gation. The rst probl...
AbstractLet A, B be n × n matrices with entries in a field F. Our purpose is to show the following t...
AbstractA canonical form is given for nilpotent matrices which have constant rational canonical form...
AbstractIn this work, we give a new and elementary proof that simultaneous similarity and simultaneo...
AbstractIn this paper we solve completely and explicitly the long-standing problem of classifying pa...
We study transformations by unitary similarity of a nonderogatory matrix to certain rank structured ...
Suppose that A and B are two complex n×n matrices. What is the sufficient or necessary condition suc...
In this paper we shall discuss when an invertible matrix and its inverse are similar.We shall...
AbstractIf A is an n × n matrix over an infinite field F, k is a positive integer, and R is an arbit...
AbstractThe paper studies the problem on matrix similarity over a commutative rings. The conditions ...
Let R be a (commutative) local principal ideal ring of length two, for example, the ring R = Z/p(2)Z...
AbstractLet F be a field and F[x] the ring of polynomials in an indeterminate x over F. Let Mn(F), M...
AbstractThis partly expository paper deals with a canonical-form problem for finite sets of matrices...
AbstractWe give a solution to the question: given matrices A and A′ in GL(2, Z), when is there a thi...
AbstractLet A, B be n × n matrices with entries in a field F. We say A and B satisfy property D if B...
This thesis will deal with similar matrices, also referred to as matrix conju- gation. The rst probl...
AbstractLet A, B be n × n matrices with entries in a field F. Our purpose is to show the following t...
AbstractA canonical form is given for nilpotent matrices which have constant rational canonical form...
AbstractIn this work, we give a new and elementary proof that simultaneous similarity and simultaneo...
AbstractIn this paper we solve completely and explicitly the long-standing problem of classifying pa...
We study transformations by unitary similarity of a nonderogatory matrix to certain rank structured ...
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