Abstract:Summary.In this paper the problem of minimizing the functional f: D~R"~R is considered. Typical assumptions on fare assumed. A class of Quasi-Newton methods, namely Huang's class of methods is used for finding an optimal solution of this problem. A new theorem connected with this class is presented. By means of this theorem some convergence results known up till now only for the methods which satisfy Quasi-Newton condition are extended, that is the results of superlinear convergence of variable metric methods … Show more
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