On a group of mixed-type reverse-order laws for generalized inverses of a triple matrix product with applications
Electron. J. Linear Algebra 16, 73-89, electronic only (2007)
Summary
Summary: Necessary and sufficient conditions are established for a group of mixed-type reverseorder laws for generalized inverses of a triple matrix product to hold. Some applications of the reverse-order laws to generalized inverses of the sum of two matrices are also given.
