GENERALISATION OF LATIN SQUARE TYPE ASSOCIATION SCHEME AND RELATED FACTORIAL DESIGNS

机译：拉丁方联合方案的广义化及相关因子设计

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In this paper Latin Square type association scheme has been generalized and on the basis of this association scheme, a class of designs having orthogonal factorial structure and partial balance has been introduced. Some of its combinatorial properties have also been studied.

机译：在本文中，对拉丁方类型关联方案进行了概括，并在此关联方案的基础上，引入了一类具有正交阶乘结构和部分平衡的设计。还研究了其一些组合特性。

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来源
《International Triennial Calcutta Symposium on Probability and Statistics; 20031228-31; Calcutta(IN)》|2003年|145-159|共15页
会议地点 Calcutta(IN)
作者
Sanjoy Bandyopadhyay; Premadhis Das; Nripes Kumar Mandal;
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作者单位

Mahendra Research Services, Kolkata;

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会议组织
原文格式 PDF
正文语种 eng
中图分类统计学;
关键词
orthogonal factorial structure; latin square type association scheme; balanced factorial designs;

机译：正交阶乘结构拉丁方型关联方案；平衡析因设计;

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专利

1. Negative Latin Square Type Partial Difference Sets and Amorphic Association Schemes with Galois Rings [J] . Polhill J Journal of combinatorial designs . 2009,第3期

机译：带有Galois环的负拉丁方类型偏差集和非晶关联方案
2. Amorphic association schemes with negative Latin square-type graphs [J] . James A. Davis, Qing Xiang Finite fields and their applications . 2006,第4期

机译：具有负拉丁方型图的非晶关联方案
3. Hyper-Graeco-Latin Squares and Fractional Factorial Designs [J] . Liau Pen-Hwang, Huang Pi-Hsiang, Ho Jui-Jung, Communications in Statistics . 2014,第10a12期

机译：超Graeco-拉丁方和分数阶因子设计
4. GENERALISATION OF LATIN SQUARE TYPE ASSOCIATION SCHEME AND RELATED FACTORIAL DESIGNS [C] . Sanjoy Bandyopadhyay, Premadhis Das, Nripes Kumar Mandal, International Triennial Calcutta Symposium on Probability and Statistics . 2005

机译：拉丁方型协会方案的概括和相关阶乘设计
5. Hash functions, Latin squares and secret sharing schemes. [D] . Chum, Chi Sing. 2010

机译：哈希函数，拉丁方和秘密共享方案。
6. Evaluation of the External RNA Controls Consortium (ERCC) reference material using a modified Latin square design [O] . P. Scott Pine, Sarah A. Munro, Jerod R. Parsons, 2016

机译：使用改良的拉丁方形设计评估外部RNA对照协会（ERCC）参考材料
7. ON AN ORTHOGONAL BASIS OF THE EIGENSPACES ASSOCIATED WITH PARTIALLY BALANCED INCOMPLETE BLOCK DESIGNS OF A LATIN SQUARE TYPE ASSOCIATION SCHEME [O] . Koichi YAMAMOTO 1965

机译：与与拉丁方型关联方案的部分平衡的不完整块设计相关联的截面的正交基础
8. A Generalization of Sum Composition: Self Orthogonal Latin Square Design with Sub Self Orthogonal Latin Square Designs. [R] . Hedayat, A. 1975

机译：和组合的推广：具有次自正交拉丁方设计的自正交拉丁方设计。

GENERALISATION OF LATIN SQUARE TYPE ASSOCIATION SCHEME AND RELATED FACTORIAL DESIGNS

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