| 8315 |
Creator |
80b473f9888b354bf7fee26ec7cc369f |
| 8315 |
Creator |
c63396a7fbb007ccb76080db8037c860 |
| 8315 |
Creator |
ext-68774794e740a6b1a7fff615ee11481f |
| 8315 |
Date |
2007-07-27 |
| 8315 |
Is Part Of |
p10638539 |
| 8315 |
Is Part Of |
repository |
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abstract |
An S(2, 4, v) design has a type B -coloring if it is possible to assign one of colors
to each point such that each block contains three points of one color and one point
of a different color, and all colors are used. In this article we describe the constructions
of type B -colorable S(2, 4, v)s for (v, ) = (61, 3), (100, 2) and (109, 3), and we
give a new general construction. |
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authorList |
authors |
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issue |
4 |
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status |
peerReviewed |
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volume |
15 |
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type |
AcademicArticle |
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type |
Article |
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label |
Forbes, A. D.; Grannell, M. J. and Griggs, T. S. (2007). New type B colorable
S(2, 4, v) designs. Journal of Combinatorial Designs, 15(4) pp. 357–368. |
| 8315 |
label |
Forbes, A. D.; Grannell, M. J. and Griggs, T. S. (2007). New type B colorable S(2,
4, v) designs. Journal of Combinatorial Designs, 15(4) pp. 357–368. |
| 8315 |
Title |
New type B colorable S(2, 4, v) designs |
| 8315 |
in dataset |
oro |