Research Grant
[Cite as https://purl.org/au-research/grants/arc/DP0344462]Researchers: Dr CaiHeng Li (Queen Elizabeth II Fellowship)
Brief description Symmetrical graphs, generalized polygons and expanders. This project proposes to study a class of highly symmetrical graphs -- locally s-arc-transitive graphs. Studying the class of graphs has been one of the central topics in algebraic graph theory for over 50 years. This class of graphs has been effectively used in computer science, communication network, group theory, geometry, and other areas. This project will develop new methods to solve several fundamental problems regarding locally s-arc-transitive graphs, and apply the outcomes to solve important problems in communication networks, graph theory, group theory, and geometry.
Funding Amount $589,275
Funding Scheme Discovery Projects
- PURL : https://purl.org/au-research/grants/arc/DP0344462
- ARC : DP0344462