学术报告

题目: Some algebraic aspects of designs and geometry 

报告人：冯涛特聘研究员（优青） 

单位： 浙江大学数学学院 

时间： 6月23日 10:00-11:00 

地点： 致远楼102

摘要: I will talk about the application of algebraic and number theoretical methods in the study of two combinatorial structures: difference sets in design theory and Cameron-Libler line class in finite geometry. The first concerns the multiplier conjecture, while the other has its origin in the study of permutation groups. What they have in common is that results from algebraic number theory plays important role in the proof. The second part is a joint work with Koji Momihara and Qing Xiang.

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