AbstractIn this paper, we define generalized Schur complements of matrices. Further, combining Schur complements of matrices with Kronecker products of matrices, we study their Löwner partial order and obtain some important inequalities, that improve recent results
AbstractLet Bn be the set of all n × n Boolean matrices, R(A) denote the row space of A ∈ Bn |R(A)| ...
AbstractThree properties of matrices: the spark, the mutual incoherence and the restricted isometry ...
AbstractLet k1 ⩽ k2 ⩽ … ⩽ kn be given positive integers and let F denote the set of vectors (l1, …, ...
AbstractIn this paper, we define generalized Schur complements of matrices. Further, combining Schur...
The purpose of this paper is to present a matrix inequality on the Kronecker product that unifies th...
The purpose of this paper is to present a matrix inequality on the Kronecker product that unifies th...
AbstractThe purpose of this paper is to present a matrix inequality on the Kronecker product that un...
AbstractIn this paper, using transformation of Schur complements of matrices and some estimates of e...
AbstractThis paper presents some inequalities on generalized Schur complements. Let A be an n×n (Her...
AbstractThe issue regarding Schur complements of sign regular matrices is rather subtle. It is known...
AbstractIn this paper we discuss various properties of matrices of the type S=H−GE−1F, which we call...
AbstractWe give a minimum principle for Schur complements of positive definite Hermitian matrices. F...
AbstractThis expository paper describes the ways in which a matrix theoretic construct called the Sc...
AbstractRelated to a complex partitioned matrix P, having A, B, C, and D as its consecutive m×m, m×n...
AbstractThe Khatri–Rao and Tracy–Singh products for partitioned matrices are viewed as generalized H...
AbstractLet Bn be the set of all n × n Boolean matrices, R(A) denote the row space of A ∈ Bn |R(A)| ...
AbstractThree properties of matrices: the spark, the mutual incoherence and the restricted isometry ...
AbstractLet k1 ⩽ k2 ⩽ … ⩽ kn be given positive integers and let F denote the set of vectors (l1, …, ...
AbstractIn this paper, we define generalized Schur complements of matrices. Further, combining Schur...
The purpose of this paper is to present a matrix inequality on the Kronecker product that unifies th...
The purpose of this paper is to present a matrix inequality on the Kronecker product that unifies th...
AbstractThe purpose of this paper is to present a matrix inequality on the Kronecker product that un...
AbstractIn this paper, using transformation of Schur complements of matrices and some estimates of e...
AbstractThis paper presents some inequalities on generalized Schur complements. Let A be an n×n (Her...
AbstractThe issue regarding Schur complements of sign regular matrices is rather subtle. It is known...
AbstractIn this paper we discuss various properties of matrices of the type S=H−GE−1F, which we call...
AbstractWe give a minimum principle for Schur complements of positive definite Hermitian matrices. F...
AbstractThis expository paper describes the ways in which a matrix theoretic construct called the Sc...
AbstractRelated to a complex partitioned matrix P, having A, B, C, and D as its consecutive m×m, m×n...
AbstractThe Khatri–Rao and Tracy–Singh products for partitioned matrices are viewed as generalized H...
AbstractLet Bn be the set of all n × n Boolean matrices, R(A) denote the row space of A ∈ Bn |R(A)| ...
AbstractThree properties of matrices: the spark, the mutual incoherence and the restricted isometry ...
AbstractLet k1 ⩽ k2 ⩽ … ⩽ kn be given positive integers and let F denote the set of vectors (l1, …, ...
DOI
Add to ORKG