The representation of the W-weighted Drazin inverse (AB)_(d,w) and its applications
Chao Gu · 2004
The representation of the W-weighted Drazin inverse (A B)d,w of the Kronecker product A B of two matrices A and B is given. The relation between the Kronecker product of the projectors is established. Using the a-bove results and the Cramer rule, the unique W-weighted Drazin inverse solution x ∈ R(((A B)(W1 W2))k1) of a special kind of restricted linear equations is found.