AbstractThis expository paper describes the ways in which a matrix theoretic construct called the Schur complement arises. Properties of the Schur complement are shown to have use in computing inertias of matrices, covariance matrices of conditional distributions, and other information of interest
This note gives perturbation bounds for the Schur complement of a positive definite matrix in a posi...
Abstract. The purpose of this paper is to revisit Hua’s matrix equality (and inequality) through the...
Schur complements of generally diagonally dominant matrices and a criterion for irreducibility of ma...
AbstractThis expository paper describes the ways in which a matrix theoretic construct called the Sc...
AbstractGiven a matrix M=ABCD, the Schur complements of A in M are the matrices of the form S = D − ...
AbstractIn this paper we discuss various properties of matrices of the type S=H−GE−1F, which we call...
AbstractIn this paper we discuss various properties of matrices of the type S=H−GE−1F, which we call...
AbstractGiven a matrix M=ABCD, the Schur complements of A in M are the matrices of the form S = D − ...
AbstractThe Schur complement has many applications in linear algebra and in numerical analysis. Schu...
[EN] It is well known that the Schur complement of some H-matrices is an H-matrix. In this paper, th...
AbstractFor square matrices, the relationship is discussed between the notion of Schur complement an...
AbstractIn this article, we study the concept of Schur complement in the setting of Euclidean Jordan...
AbstractFor square matrices, the relationship is discussed between the notion of Schur complement an...
Describes the Schur complement as a tool in mathematical research and applications and discusses man...
Describes the Schur complement as a tool in mathematical research and applications and discusses man...
This note gives perturbation bounds for the Schur complement of a positive definite matrix in a posi...
Abstract. The purpose of this paper is to revisit Hua’s matrix equality (and inequality) through the...
Schur complements of generally diagonally dominant matrices and a criterion for irreducibility of ma...
AbstractThis expository paper describes the ways in which a matrix theoretic construct called the Sc...
AbstractGiven a matrix M=ABCD, the Schur complements of A in M are the matrices of the form S = D − ...
AbstractIn this paper we discuss various properties of matrices of the type S=H−GE−1F, which we call...
AbstractIn this paper we discuss various properties of matrices of the type S=H−GE−1F, which we call...
AbstractGiven a matrix M=ABCD, the Schur complements of A in M are the matrices of the form S = D − ...
AbstractThe Schur complement has many applications in linear algebra and in numerical analysis. Schu...
[EN] It is well known that the Schur complement of some H-matrices is an H-matrix. In this paper, th...
AbstractFor square matrices, the relationship is discussed between the notion of Schur complement an...
AbstractIn this article, we study the concept of Schur complement in the setting of Euclidean Jordan...
AbstractFor square matrices, the relationship is discussed between the notion of Schur complement an...
Describes the Schur complement as a tool in mathematical research and applications and discusses man...
Describes the Schur complement as a tool in mathematical research and applications and discusses man...
This note gives perturbation bounds for the Schur complement of a positive definite matrix in a posi...
Abstract. The purpose of this paper is to revisit Hua’s matrix equality (and inequality) through the...
Schur complements of generally diagonally dominant matrices and a criterion for irreducibility of ma...