A Construction of MATCH (14,3,1)-Designs
Received:October 13, 1992  
Key Words: complete graph   1-factorization   block design   Latin square.  
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Author NameAffiliation
Wang Jiabao Changsha Railway University
Hunan
China 
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Abstract:
      A MATCH (n, k, λ)-design is a collection of k-matchings of the complete graph Kn with the property that every pair of independent edges lies in exactly λ members ofthe collection. In this paper, we shall construct a MATCH (14,3,1)-design, which is anopen problem in [1].
Citation:
DOI:10.3770/j.issn:1000-341X.1995.01.012
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