Diagonally range dominant matrices
This paper gives a survey of diagonally range dominant (DRD) matrices. It studies Gauss and Cholesky type factorizations for such matrices, the existence of DRD generalized inverses, additive decompositions, Kronecker products of DRD matrices and concludes with a list of common matrices that are DRD, such as Hermitian semidefinite matrices or strictly diagonally dominant ones.
scientific article; zbMATH DE number 95490