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【最优化技术与量化金融研究中心学术报告】An Introduction to Combinatorial Matrix Theory Mod $k$
日期:2018-05-09 点击:

报告题目:An Introduction to Combinatorial Matrix Theory Mod $k$

报告时间:2018年5月11日(周五),下午3:30-5:00

报告地点:理科楼407

报告人:R.A. Brualdi,professor,University of Wisconsin–Madison

 

报告摘要:

The  combinatorial theory of matrices with real, nonnegative, integral,  $(0,1)$ entries is well established and ongoing in its developments.  There does not seem to have been a concerted effort to develop a  combinatorial theory of matrices with entries from the integers mod $k$  using mod $k$ arithmetic, $({\mathbb Z}_k, +_k)$ where ${\mathbb  Z}_k=\{0,1,\ldots,k-1\}$. In this talk we shall give an introduction to some recent work on this topic with Seth Meyer.

 

 

报告人简介:

R.A.  Brualdi is a professor emeritus of combinatorial mathematics at  the University of Wisconsin–Madison. He received his Ph.D. from Syracuse  University in 1964. He has over 200 publications in several  mathematical journals. The concept of incidence coloring was introduced  in 1993 by Brualdi and Massey. Professor Brualdi received the Euler  medal from the Institute of Combinatorics and its Applications in 2000.  In 2012 he was elected a fellow of the Society for Industrial and  Applied Mathematics. In 2012 he became an inaugural fellow of  the American Mathematical Society. He is now Editor-in-Chief of several  distinguished journals, such as “Linear Algebra and Its Applications”,  “Electronic Journal of Combinatorics”.

 

 

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