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徐大川
徐大川. DFP算法的全局收敛性分析[J]. 计算数学, 1997, 19(3): 287-292.
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[1] R. Byrd, J. Nocedal, Y. Yuan, Global convergence of a class rif qudsi-Netwon methods onconvex problems, SIAM J Numer. Anal., 24 (1987), 1171-1189. [2] W.C. Davidon, Variable metric methods for minimization, Argonne National LaboratoriesReport ANL-5990, 1959. [3] R. Fletcher, M.J.D. Powell, A rapid convergent descent method for minimization, TheComputer JOurual, 6 (1963), 163-168. [4] J. Nocedal, Theory of algorithms for unconstrained optimization, Acta Numerica, 1991,1-32. [5] M.J.D. Powell, On the convergence of the variable metric algorithm, J In8t. Maths- Appl.,7 (1971), 21-36. [6] Xu Dachnan, Liu Guanghui, A new sufficient condition for the convergence of the DFPalgorithm with Wolfe line search, Systems Science and Mathematical Sciences, 9 (1996),259-269. [7] Y. Yuan, Convergence of DFP algorithm, Science in China (Series A), 38 (1995), 1281-1294. [8]李董辉,关于DFP算法的全局收敛性,湖南大学学报,20:2(1993),16-20. [9]濮定国等,关于DFP算法的收敛性质,曲阜师范大学学报,14:3(1988);63-69. |
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