AbstractLet A ϵ Mn, B ϵ Mm, and λ ϵ C be given. For X ϵ Mn,m we seek to determine the Jordan structure of M=AXOB associated with λ in terms of the Jordan structure of A and B associated with λ and properties of X. The principal result is an explicit prescription for the Jordan structure of M associated with λ in the case that the geometric multiplicity of λ in B is one
Given a matrix A ∈ Cn×n there exists a nonsingular matrix V such that V−1AV = J, where J is a very ...
Given a matrix A ∈ Cn×n there exists a nonsingular matrix V such that V−1AV = J, where J is a very ...
Complex orthogonal matrices are orthogonal matrices with complex elements. Because the characterisat...
AbstractLet A ϵ Mn, B ϵ Mm, and λ ϵ C be given. For X ϵ Mn,m we seek to determine the Jordan structu...
AbstractFor B∈Mm and C∈Mn we continue work in the direction of explicit determination of the Jordan ...
AbstractFor B∈Mm and C∈Mn we continue work in the direction of explicit determination of the Jordan ...
In this paperwe revisit the problem of finding an orthogonal similarity transformation that puts an n...
AbstractLet A be a singular M-matrix (or a strictly lower triangular matrix). The singular graph and...
AbstractIn this paper a complete description including multiplicity is given for the Jordan structur...
Guided by the research line introduced by Martindale III in [5] on the study of the additivity of ma...
Given a matrix A is an element of C-nxn there exists a nonsingular matrix V such that V-1 AV = J, wh...
Let Σ be the collection of all 2n × 2n partitioned complex matrices where A 1 and A 2 are n × n comp...
Let Σ be the collection of all 2n × 2n partitioned complex matrices where A 1 and A 2 are n × n comp...
AbstractWe study the Jordan Canonical Forms of complex orthogonal and skew-symmetric matrices, and c...
Given a matrix A ∈ Cn×n there exists a nonsingular matrix V such that V−1AV = J, where J is a very ...
Given a matrix A ∈ Cn×n there exists a nonsingular matrix V such that V−1AV = J, where J is a very ...
Given a matrix A ∈ Cn×n there exists a nonsingular matrix V such that V−1AV = J, where J is a very ...
Complex orthogonal matrices are orthogonal matrices with complex elements. Because the characterisat...
AbstractLet A ϵ Mn, B ϵ Mm, and λ ϵ C be given. For X ϵ Mn,m we seek to determine the Jordan structu...
AbstractFor B∈Mm and C∈Mn we continue work in the direction of explicit determination of the Jordan ...
AbstractFor B∈Mm and C∈Mn we continue work in the direction of explicit determination of the Jordan ...
In this paperwe revisit the problem of finding an orthogonal similarity transformation that puts an n...
AbstractLet A be a singular M-matrix (or a strictly lower triangular matrix). The singular graph and...
AbstractIn this paper a complete description including multiplicity is given for the Jordan structur...
Guided by the research line introduced by Martindale III in [5] on the study of the additivity of ma...
Given a matrix A is an element of C-nxn there exists a nonsingular matrix V such that V-1 AV = J, wh...
Let Σ be the collection of all 2n × 2n partitioned complex matrices where A 1 and A 2 are n × n comp...
Let Σ be the collection of all 2n × 2n partitioned complex matrices where A 1 and A 2 are n × n comp...
AbstractWe study the Jordan Canonical Forms of complex orthogonal and skew-symmetric matrices, and c...
Given a matrix A ∈ Cn×n there exists a nonsingular matrix V such that V−1AV = J, where J is a very ...
Given a matrix A ∈ Cn×n there exists a nonsingular matrix V such that V−1AV = J, where J is a very ...
Given a matrix A ∈ Cn×n there exists a nonsingular matrix V such that V−1AV = J, where J is a very ...
Complex orthogonal matrices are orthogonal matrices with complex elements. Because the characterisat...
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