Please use this identifier to cite or link to this item: https://scholar.utcc.ac.th/handle/6626976254/3553
Title: Group divisible designs with two associate classes and λ2 = 3
Authors: Chaiyasena, A. 
Pabhapote, N. 
Keywords: Graph decomposition;Group divisible design
Issue Date: 2011
Publisher: Scopus
University of the Thai Chamber of Commerce
Source: A. Chaiyasena, N. Pabhapote (2011) Group divisible designs with two associate classes and λ2 = 3. International Journal of Pure and Applied Mathematics Vol.71 No.3, 455-463.
Journal: International Journal of Pure and Applied Mathematics 
Abstract: Necessary and sufficient conditions for the existence of Group divisible designs with two groups of unequal sizes and block size tree with λ2 = 3, λ1 ≥ 3 are here considered. We find that the necessary conditions, derived from graph theoretic conditions, are sufficient as well. We present some constructions to prove sufficiency.
URI: https://scholar.utcc.ac.th/handle/6626976254/3553
Rights: This work is protected by copyright. Reproduction or distribution of the work in any format is prohibited without written permission of the copyright owner.
Appears in Collections:RSO: Journal Articles

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