Kai Zhou
Research interests
Finite fields and their application, Algebraic Graph.
Currently, I focus on the following two topics.

Use Geometry of Classical Groups over finite fields to design graph.

Trying to compute the parameters of the designed graph and determine the automorphism groups of them.
Education
2003.9–2008.7, Ph.D., Applied Mathematics, Academy of Mathematics and Systems Science, CAS
Supervisor:Zhexian Wan
1999.9–2003.7, B.Sci., Mathematics, School of Mathematical Sciences, Soochow University
Recent publications
 Zhexian Wan, Kai Zhoui, On the complexity of the dual basis of a Type I optimal normal basis, with Zhexian Wan, Finite Fields and Their Applications, 13 (2007), 411417. Arxiv:1012.5425v2[cs.SC], 2010.
 Kai Zhou, A Remark on Linear Permutation Polynomials, Finite Fields and Their Applications, 14£¨2008£©,532536
 Zhexian Wan, Kai Zhou, Orthogonal graphs of characteristic 2 and their automorphisms, with Zhexian Wan, Science in China Series A: Mathematics, Feb.,2009,Vol. 52, No.2,361380.
 Zhexian Wan, Kai Zhou, Strict Optimal Rational Approximants of Multisequences, with Zhexian wan, IEEE Trans. Inf. Theory, vol.56, no.4, pp. 17191728, April 2010.
 Zhexian Wan, Kai Zhou, Unitary Graphs and Their Automorphisms, with Zhexian Wan, Annals of Combinatorics: Volume 14, Issue 3 (2010), Page 367395.
Working experiences
 Assistant Professor (Sep. 2008 ~ present): Key Lab of Mathematics Mechanization, AMSS, CAS.
Teaching:
 Linear Algebra