4[3]Fei Pusheng,Chen Zhong.An Improved BFGS A lgorithm for Unconstrained Optimization Problem s[J].J.W uhan University (Natural Science Edition),1994 (3):1-8.
5[4]Powell M J D.Some Global Convergence Properties of a Variable Metric Algorithm for Minimization Without Exact Linesearchers[J].Nonlinear Programming,SIAM-AMS Proceedings(Vol.IX).Providence,RI:American Mathematical Society,1976.
6[5]Nocedal J.Theory of Algorithm for Unconstrained Optimization[J].Acta Numerica,1991:1-37.
7[6]Pearson J D.Variable MetricMethods of Minimization[J].Comput J.,1969,12(2):171-189.
8[10]Byrd R H,Nnocedal J,Yuan Y.Global Convergence of a Class of Quasi-Newton Methods on Convex Problems[J].SIAM J.Numer Anal,1987,24(6):1171-1189.
9Byrd R H, Nocedal J , Yuan Yaxiang. Global convergence of a class of quasi-Newton methods on convex problems[J]. SIAM J. Numer Anal. , 1987,24:1171-1189.
10Bonnans J F, Gilbert J Ch, Lemareechal C, Sagastizabal C A. A family of variable metric proximal methods[J]. Math. Prog. , 1995,68:15-47.
