Lemaire, B. Well-posedness, conditioning and regularization of minimization. (English) Zbl 0947.65072 PLISKA, Stud. Math. Bulg. 12, 71-84 (1998). Summary: Well-posedness, conditioning and regularization of fixed point problems are studied in connection with well-posedness, conditioning and Tikhonov regularization of minimization and inclusion problems. Equivalence theorems are proved. Coupling iteration and well-posedness as well as iteration and regularization are also considered. Cited in 26 Documents MSC: 65K10 Numerical optimization and variational techniques 49J27 Existence theories for problems in abstract spaces 49M25 Discrete approximations in optimal control Keywords:well-posedness; conditioning; Tikhonov regularization; inclusion; fixed point problems PDF BibTeX XML Cite \textit{B. Lemaire}, PLISKA, Stud. Math. Bulg. 12, 71--84 (1998; Zbl 0947.65072) OpenURL