报告题目：42-Decomposable Super-simple (v, 4, 8)‐BIBDs

报告人： 陈静远  广西师范大学

时间：2025年10月20日（星期一）上午 09：00-10:00

腾讯会议ID:  722-509-374

报告摘要：A design is said to be super-simple if the intersection of any two blocks has at most two elements. A design with index λ is said to be  decomposable, if its blocks can be partitioned into nonempty collections. In this talk, we show that there exists a 42-decomposable super-simple (v, 4, 8)-BIBD (balanced incom-plete block design)

个人简介：陈静远，博士，广西师范大学副教授。主要从事组合设计与组合编码方面研究，已主持完成国家自然科学基金青年基金1 项，在Designs, Codes and Cryptography、Discrete Mathematics、Journal of Combinatorial Designs等期刊上发表论文10余篇。