关于因析设计混杂度量的研究进展  

Research Progress on Confounding Measure of Factorial Design

作　　者：林金官[1] 陈雪平[1] 

机构地区：[1]东南大学数学系,南京211189

出　　处：《南通职业大学学报》2014年第4期69-71,84,共4页Journal of Nantong Vocational University

基　　金：国家自然科学基金(11171065);江苏省自然科学基金(BK20141326);2012年度高等学校博士学科点专项科研基金(博导类)资助课题(20120092110021)

摘　　要：对因析设计在混杂度量方面的前沿研究进行了回顾,包括二水平正规设计的最大分辨度准则和最小低阶混杂准则,二水平非正规设计的J值,素数幂情形时的最小杂合准则,以及混合水平时的广义最小低阶混杂准则,另外也包括一般最小低阶混杂准则和基于矩阵像的混杂度量准则。The paper has reviewed frontier research on confounding measure of factorial design including max-imal resolution criterion and minimal low-level confounding criterion of two-level formal design, value J of two-level informal design, minimal heterozygosis criterion in the condition of prime power, and generalized minimal low-level confounding criterion in the condition of mix level; moreover, it also includes general mini-mal low-level confounding criterion and confounding measure criterion based on matrix image.

关 键 词：最小低阶混杂 广义最小低阶混杂 最小矩混杂 最小杂合混杂 广义分辨度 一般最小低阶混杂 矩阵像 

分 类 号：O156[理学—数学]