ZHOU hui

Mainly engaged in the research of graph theory and combinatorial networks, permutation group and algebraic combinatorics. I have participated in a research project funded by the National Natural Science Foundation of China, led a project at the China Postdoctoral Science Foundation, and held a project funded by the National Natural Science Foundation of China. Currently published SCI papers in Linear Algebra and its Applications, Linear and Multilinear Algebra, Discrete Mathematics, Discrete Applied Mathematics, Communications in Algebra, etc.

The combination of graph theory and network mainly studies the related properties of distance matrices of graphs, the matching preclusion of special graph classes, the Hamiltonian decomposition of Cayley graphs, and the oriented diameter of complete multipartite graphs, etc. 

In terms of permutation group and algebraic combinatorics, the main research focuses on the characterization of top locally-s-distance transitive graphs, classification of near distance transitive graphs of small valencies, the actions of primitive groups on symmetric graphs, the characterization and classification of center covers of symmetric graphs, the characterization and classification of low rank covers of 2-arc transitive graphs, and the characterization of finite groups acting regularly on square-free Euler characteristic maps, etc.

Teaching Algebra for postgraduates. 

Teaching Abstract Algebra and Computer Algebra for undergraduates.