Mathematical Sciences: Large Sets of Disjoint Designs with Holes

该奖项支持L教授的研究。Teirlinck 来研究组合数学 他打算在大型摄影棚工作 不相交的设计和相关的结构。 他特别 打算继续他的t型设计研究 这项研究跨越了以下领域： 组合学和编码理论 组合数学试图找到 有效的方法来研究对象的离散集合 可以组织起来。 因此，对现代人来说， 通信，例如大型网络的设计，如 电话系统。 建议的主要研究对象 研究，t设计是一个基本的工具， 密码学中真实性理论的基础。

This award supports the research of Professor L. Teirlinck to work in combinatorics. He intends to work on the large sets of disjoint designs and related structures. In particular, he intends to continue his research on t-designs. The research crosses lines between the areas of combinatorics, and coding theory. Combinatorics attempts to find efficient methods to study how discrete collections of objects can be organized. And, so it is extremely important to modern communications, for example the design of large networks as in telephone systems. The main object to be studied in the proposed research, t-designs are a fundamental tool used in the foundations of authenticity theory in cryptography.