Tytuł pozycji:
Remarks on the convergence of an iterative method of solution of generalized least squares problem
In this paper we consider an iterative method of finding a regularized solution of a general linear system Ax = b. For a given scalar α and an initial vector g it produces a sequence that converges to the least squares solution of this system. The limiting point minimizes the distance between g and the set of all least squares solutions of the problem. An estimate of the rate of convergence is also provided.