Generalized Steiner Systems Gs 4 (2y 4y Vy G) for G ˆ 2y 3y 6

@inproceedings{Wu2001GeneralizedSS,
  title={Generalized Steiner Systems Gs 4 (2y 4y Vy G) for G ˆ 2y 3y 6},
  author={Dianhua Wu and Gennian Ge and L. Zhu},
  year={2001}
}
Generalized Steiner systems GSd…t; k; v; g† were ®rst introduced by Etzion and used to construct optimal constant-weight codes over an alphabet of size g‡ 1 with minimum Hamming distance d, in which each codeword has length v and weight k. Much work has been done for the existence of generalized Steiner triple systems GS…2; 3; v; g†. However, for block size four there is not much known on GSd…2; 4; v; g†. In this paper, the necessary conditions for the existence of a GSd…t; k; v; g† are given… CONTINUE READING

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Starters and related codes

  • K. Chen, G. Ge, L. Zhu
  • J Statist Plan Infer 86
  • 2000
1 Excerpt

and G

  • D. Wu, L. Zhu
  • Ge, Generalized Steiner triple systems with group…
  • 2000
1 Excerpt

Maximum distance holey packings and related codes

  • J. Yin, Y. Lu, J. Wang
  • Sci China (Series A) 42
  • 1999
1 Excerpt

Generalized Steiner systems with block three and group size g 3 …mod 6†

  • K. Phelps, C. Yin
  • J Combin Designs 5
  • 1997
1 Excerpt

The existence of uniform 5-GDDs

  • J. Yin, A.C.H. Ling, C. J. Colbourn, R.J.R. Abel
  • J Combin Designs 5
  • 1997
1 Excerpt

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