Doubly Resolvable Nearly Kirkman Triple Systems

Author:

Abel R. Julian R.1,Chan Nigel1,Colbourn Charles J.2,Lamken E. R.3,Wang Chengmin4,Wang Jinhua5

Affiliation:

1. School of Mathematics and Statistics; University of New South Wales N.S.W. 2052; Australia

2. School of Computing, Informatics, and Decision Engineering; Arizona State University; Tempe; Arizona 85287-8809

3. Mathematical Sciences Research Institute; 17 Gauss Way Berkeley; California 94720-5020

4. School of Science; Jiangnan University; Wuxi 214122; P.R. China

5. School of Sciences; Nantong University; Nantong 226007; P.R. China

Publisher

Wiley

Subject

Discrete Mathematics and Combinatorics

Reference19 articles.

1. A few more Kirkman squares and doubly resolvable BIBDs with block size 3;Abel;Discrete Math,2008

2. Nearly Kirkman triple systems;Baker;Utilitas Math,1977

3. Two new nearly Kirkman triple systems;Brouwer;Utilitas Math,1978

4. Nearly Kirkman triple systems of order 18 and Hanani triple systems of order 19;Colbourn;Discrete Math,2011

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