ROW GENERALIZED ORTHOGONAL COMBINATORIAL MATRIX AND CERTAIN COMBINATORIAL DESIGNS

MITHILESH KUMAR SINGH; DINESH PRASAD

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ROW GENERALIZED ORTHOGONAL COMBINATORIAL MATRIX AND CERTAIN COMBINATORIAL DESIGNS

机译：行广义正交组合矩阵和某些组合设计

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摘要

In this paper we give some properties of row generalized orthogonal combinatorial matrix and some construction theorems on BIBDs, GD, RD and (r, λ) design using row generalized orthogonal combinatorial matrix.

机译：本文给出了行广义正交组合矩阵的一些性质以及关于BIBD，GD，RD和（r，λ）设计的构造原理。

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来源
《Acta Ciencia Indica》 |2015年第2期|147-158|共12页
作者
MITHILESH KUMAR SINGH; DINESH PRASAD;
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作者单位

University Department of Mathematics, Ranchi University, Ranchi, India;

University Department of Mathematic, Ranchi University, Ranchi, India;

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正文语种 eng
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关键词
Generalized orthogonal combinatorial matrix (GOCM); balanced incomplete block design (BIBD); group divisible design (GD); rectangular design (RD); (r, λ) design;

机译：广义正交组合矩阵（GOCM）;平衡的不完整块设计（BIBD）;组可分割设计（GD）;矩形设计（RD）;（r;λ）设计;

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机译：用广义行正交恒定列矩阵构造一些组合设计。
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机译：组合不等式，矩阵范数和广义数值半径。 II

ROW GENERALIZED ORTHOGONAL COMBINATORIAL MATRIX AND CERTAIN COMBINATORIAL DESIGNS

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