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This paper describes and explores a maximum-entropy approach to continuous minimax problem, which is applicable in many fields, such as transportation planning and game theory. It illustrates that the maximum entropy approcach has easy framework and proves that every accumulation of {x_k} generated by maximum-entropy programming is -optimal solution of initial continuous minimax problem. The paper also explains BFGS or TR method for it. Two numerical exam.ples for continuous minimax problem are given 相似文献
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Ishikawa Iterative Process in Uniformly Smooth Banach Spaces 总被引:2,自引:0,他引:2
黄震宇 《应用数学和力学(英文版)》2001,22(11):1306-1310
LetEbeauniformlysmoothBanachspace ,KbeanonemptyclosedconvexsubsetofE ,andsupposeT :K→KisacontinuousΦ_stronglypseudocontractiveoperator.DenotethedualspaceofEbyE .WedenotebyJthedualitymapfromEto 2 E definedbyJ(x) =f∈E :〈x ,f〉=‖x‖2 =‖f‖2 . ( 1 )Itiswell_knownthatifEisu… 相似文献
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关于一致光滑Banch空间中的Ishikawa迭代 总被引:5,自引:0,他引:5
设E为一致光滑Banach空间,K为E的非空闭凸子集,T:K→K为具有有界值域的连续φ-强伪压缩算子。使用新的分析技巧证明了在非常普遍的条件下,Ishikawa迭代序列{xn}强收敛于T的唯一不动点x^*。改进和扩展了近期许多相关的结果。 相似文献
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