一类非光滑优化问题的区间算法

被引:18
作者
曹德欣
沈祖和
机构
[1] 中国矿业大学数力系
[2] 南京大学数学系 徐州
[3] 南京
关键词
interval algorithms; nonsmooth optimizatiion; discrete minimax prob-lem;
D O I
暂无
中图分类号
O221.2 [非线性规划];
学科分类号
070105 ; 1201 ;
摘要
<正>1引言 考虑下面离散minimax问题x∈Xo≤i≤m min max{fi(x)},(1.1)
引用
收藏
页码:23 / 33
页数:11
相关论文
共 9 条
[1]   SOLVING MINIMAX PROBLEMS BY INTERVAL-METHODS [J].
ZUHE, S ;
NEUMAIER, A ;
EIERMANN, MC .
BIT, 1990, 30 (04) :742-751
[2]   OPTIMAL CENTERED FORMS [J].
BAUMANN, E .
BIT, 1988, 28 (01) :80-87
[3]  
An interval version of Shubert's iterative method for the localization of the global maximum[J] . Prof. Z. Shen,Y. Zhu.Computing . 1987 (3)
[4]  
On higher order centered forms[J] . G. Alefeld,R. Lohner.Computing . 1985 (2)
[5]  
Computing the range of values of real functions with accuracy higher than second order[J] . H. Cornelius,R. Lohner.Computing . 1984 (3)
[6]   ON COMPUTING THE RANGE OF VALUES [J].
ASAITHAMBI, NS ;
ZUHE, S ;
MOORE, RE .
COMPUTING, 1982, 28 (03) :225-237
[7]   MEAN-VALUE FORMS IN INTERVAL-ANALYSIS [J].
CAPRANI, O ;
MADSEN, K .
COMPUTING, 1980, 25 (02) :147-154
[8]  
Quadratic convergence in interval arithmetic, part II[J] . Webb Miller.BIT . 1972 (3)
[9]  
Quadratic convergence in interval arithmetic, part I[J] . William Chuba,Webb Miller.BIT . 1972 (3)