论文信息 - An existence theorem for group divisible 3-designs of large order - 字舞流文

An existence theorem for group divisible 3-designs of large order

Article history: Received 29 March 2010 Available online 15 January 2011

Hedvig Mohácsy | Hedvig Mohácsy

[1] Hedvig Mohácsy,et al. An Existence Theorem for Group Divisible Designs of Large Order , 2002, J. Comb. Theory, Ser. A.

[2] Richard M. Wilson,et al. An Existence Theory for Pairwise Balanced Designs I. Composition Theorems and Morphisms , 1972, J. Comb. Theory, Ser. A.

[3] John L. Blanchard. A Representation of Large Integers from Combinatorial Sieves , 1995 .

[4] Hedvig Mohácsy,et al. A construction for group divisible t-designs with strength t⩾2 and index unity , 2003 .

[5] K. A. Bush. Orthogonal Arrays of Index Unity , 1952 .

[6] Richard M. Wilson,et al. An Existence Theory for Pairwise Balanced Designs, III: Proof of the Existence Conjectures , 1975, J. Comb. Theory, Ser. A.

[7] C. Colbourn,et al. The CRC handbook of combinatorial designs , edited by Charles J. Colbourn and Jeffrey H. Dinitz. Pp. 784. $89.95. 1996. ISBN 0-8493-8948-8 (CRC). , 1997, The Mathematical Gazette.