Let MPT (upsilon,lambda) denote a maximum packing of triples of order upsilon and index lambda. An MPT (upsilon, lambda) is called simple if it contains no repeated triples. It is proved in this paper that for upsilon > 2 and any even lambda, the necessary and sufficient condition for the embedding of a simple MPT (upsilon,lambda) in a simple MPT (u, lambda) is u greater than or equal to 2 upsilon + 1.
EMBEDDINGS OF SIMPLE MAXIMUM PACKINGS OF TRIPLES WITH LAMBDA EVEN
MILICI, Salvatore;
1995-01-01
Abstract
Let MPT (upsilon,lambda) denote a maximum packing of triples of order upsilon and index lambda. An MPT (upsilon, lambda) is called simple if it contains no repeated triples. It is proved in this paper that for upsilon > 2 and any even lambda, the necessary and sufficient condition for the embedding of a simple MPT (upsilon,lambda) in a simple MPT (u, lambda) is u greater than or equal to 2 upsilon + 1.File in questo prodotto:
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