Perturbation bounds for the metric projection of a point onto a linear manifold in reflexive strictly convex Banach spaces
Author:
Cao Jianbing1,
Jiao Hongwei1
Abstract
In this paper, by using some recent perturbation bounds for the Moore-Penrose
metric generalized inverse, we present some results on the perturbation
analysis for projecting a point onto a linear manifold in reflexive strictly
convex Banach spaces. The main results have two parts, part one covers
consistent operator equations and part two covers the general so-called ill
posed operator equations.
Publisher
National Library of Serbia
Subject
General Mathematics