Some improved projected quasi-Newton algorithms and their convergence. II: Local convergence rate and numerical tests
It is proved that the improved two-sided projected quasi-Newton algorithms for the problem min f(x), \(c(x)=0\), which were presented in part I [ibid. 5, No.1, 33-45 (1989; reviewed above)], are locally one- step or two-step superlinearly convergent. Furthermore, numerical results for some test problems, which are selected from the literature, are given.
scientific article; zbMATH DE number 4119514
scientific article