Abstract
Hausdorff distance between solution sets of original and perturbed linear inequalities systems in real partially ordered Banach space is estimated. The estimation receives a particular simple expression for finite dimensional case. The concept of condition number for solution set of a linear inequalities system is suggested. Explicit expressions of Lipschitz constants are given
*This study was partially supported by the Russian Foundation for Fundamental Studies, grant n 95-01-00968a
*This study was partially supported by the Russian Foundation for Fundamental Studies, grant n 95-01-00968a
Notes
*This study was partially supported by the Russian Foundation for Fundamental Studies, grant n 95-01-00968a