par Doyen, Jean
Référence Proceedings of the American Mathematical Society, 32, 2, page (409-416)
Publication Publié, 1972
Article révisé par les pairs
Résumé : Let D*(v) denote the maximum number of pairwise disjoint and isomorphic Steiner triple systems of order v. The main result of this paper is a lower bound for D*(v), namely D*(6r+3)^ 4t—1 or 4/+1 according as 2/+1 is or is not divisible by 3, and D*(6f+l)^?/2 or t according as t is even or odd. Some other related problems are studied or proposed for study. © 1972 American Mathematical Society.