|
|
Ӧ�ø���ͳ�� 2008, 24(6) 574-580 DOI:
ISSN: 1001-4268 CN: 31-1256 |
|
|
|
|
����Ŀ¼ |
����Ŀ¼ |
������� |
������
[��ӡ��ҳ]
[�ر�] |
|
| ѧ������ |
|
|
ijЩ������ി�������ӽ���ЧӦ$2_{\rm{III}}^{m-(m-k)}$��Ƶ�һ�ֹ��췽�� |
|
|
���� |
|
|
���ƾ���ѧͳ��ϵ���й�����ͳ���о����� |
|
|
ժҪ��
���ĸ����˹��������ി�������ӽ���ЧӦ$2_{\text{III}}^{m-(m-k)}$��Ƶ�һ�ַ���.
����ijЩ��Ʋ���$m$��$k$, ��֤�����������ư������������ӽ���ЧӦ����������Tang et al. (2002)����������. �������������ƶ������˸��ӵ��ʾ. |
|
|
�ؼ�����
����ЧӦ
��С�ͽ���
�ֱ��.
|
|
|
An Approach for Constructing Some $2_{\rm{III}}^{m-(m-k)}$Designs with the Maximum Number of Clear Two-Factor Interactions |
|
|
Yang Guijun |
|
|
Department of Statistics and CCESR, Tianjin University of Finance and Economics |
|
|
Abstract:
This paper provides an approach for constructing $2_{\text{III}}^{m-(m-k)}$ designs containing the maximum number of clear two-factor interactions. The designs obtained contain more clear two-factor interactions than those obtained Tang et al. (2002) for some $m$ and $k$. Moreover, the designs constructed are shown to have concise grid representations. |
|
|
Keywords:
Clear effect
minimum aberration
resolution.
|
|
|
�ո����� 1900-01-01 ������ 1900-01-01 ����淢������ |
|
|
DOI: |
|
|
������Ŀ:
|
|
|
ͨѶ����: ���� |
|
|
�����: |
|
����Email: |
|
|
| �ο����ף� |
|
| ������������� |
|
| Copyright by Ӧ�ø���ͳ�� |
