二维序贯均匀等距设计对跳比单调函数类的有效性  

The Validity of Sequential Uniform Equidistant Design for Monotone Function by Rate Jump

作　　者：张英香[1] 陈谨[1] 王柱[2] 

机构地区：[1]中国船舶信息中心,北京100085 [2]中国石化石油勘探开发研究院,北京100083

出　　处：《数理统计与管理》2006年第1期39-42,共4页Journal of Applied Statistics and Management

摘　　要：把序贯的思想和均匀设计相结合,提出的“序贯均匀设计”,其目的在于解决多维空间上快速选优问题。已经证明了二维序贯均匀设计对旋转单调函数类的有效性。本文进一步证明了“二维序贯均匀等距设计”对跳比单调函数类的有效性。The sequential uniform design was introduced before. It is integrated uniform design with sequential idea. The target is resolution of selecting optimum on multidimensional quickly. The validity of sequential uniform design for revolving monotone function was point out. In this paper, the validity of sequential uniform design for monotone function by rate jump was point out.

关 键 词：均匀设计 序贯均匀等距设计 多维空间选优 跳比单调函数 有效性 

分 类 号：O212[理学—概率论与数理统计]