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A Solution for the Embedding Problem for Partial Transitive Triple Systems
Authors:Rodger   C. A.
Affiliation:Department of Discrete and Statistical Sciences 120 Math Annex, Auburn University, AL 36849-5307, USA
Abstract:In this paper we solve the embedding problem for partial transitivetriple systems of order n and index {lambda}, partial TTS(n, {lambda}) s, showingthat any partial TTS(n, {lambda}) can be embedded in a TTS(v, {lambda}) forall {lambda}-admissible v ≥ 2n + 1. This lower bound on v is the bestpossible. A simple proof is also given of a result of Colbournand Harms which shows that every partial triple system of ordern and index 2{lambda} is the underlying triple system of a partial TTS(n,{lambda}). 1991 Mathematics Subject Classification 05B07.
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