The intersection problem for disjoint 2-flowers in Steiner triple systems

Thomas McCourt

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The intersection problem for disjoint 2-flowers in Steiner triple systems

机译：Steiner三元系统中不相交的2花的交点问题

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摘要

We give a solution for the intersection problem for disjoint 2-flowers in Steiner triple systems.

机译：我们为斯坦纳三元系统中不相交的2花提供了相交问题的解决方案。

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《The Journal of Combinatorial Mathematics and Combinatorial Computing》 |2010年第5期|p.41-63|共23页
作者
Thomas McCourt;
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Centre for Discrete Mathematics and Computing Department of Mathematics The University of Queensland Queensland 4072, Australia;

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1. Quasi-embeddings of Steiner triple systems, or Steiner triple systems of different orders with maximum intersection [J] . Peter Dukes, Eric Mendelsohn Journal of combinatorial designs . 2005,第2期

机译：Steiner三重系统的准嵌入，或具有最大交集的不同阶数的Steiner三重系统的准嵌入
2. Steiner triple systems with two disjoint subsystems [J] . Darryn Bryant, Daniel Horsley Journal of combinatorial designs . 2006,第1期

机译：带有两个不相交子系统的Steiner三重系统
3. Steiner Triple Systems with Disjoint or Intersecting Subsystems [J] . Charles J. Colbourn, Monica A. Oravas, Rolf S. Rees Journal of combinatorial designs . 2000,第1期

机译：子系统不相交或相交的Steiner三重系统
4. On Classifying Steiner Triple Systems by Their 3-Rank [C] . Dieter Jungnickel, Spyros S. Magliveras, Vladimir D. Tonchev, International conference onmathematical aspects of computer and information sciences . 2017

机译：用3位对Steiner三元系统进行分类
5. Exploration of Algorithms Related to Independent Sets of Steiner Triple Systems [D] . Wang, Zhaomeng. 2021

机译：与施泰克三重系统独立套装算法探索
6. EFFICIENT HAPLOTYPE INFERENCE FROM PEDIGREES WITH MISSING DATA USING LINEAR SYSTEMS WITH DISJOINT-SET DATA STRUCTURES [O] . Xin Li, Jing Li -1

机译：使用带有离散集数据结构的线性系统从缺少数据的谱系获得有效的单型推断
7. Disjoint finite partial steiner triple systems can be embedded in disjoint finite steiner triple systems [O] . Lindner Charles C 1975

机译：不相交有限局部斯坦纳三元系统可以嵌入不相交有限斯坦纳三元系统

The intersection problem for disjoint 2-flowers in Steiner triple systems

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