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On the other hand, Goldschmidt's study of groups acting on cubic graphs led to the creation of the amalgam method an important method for characterising certain finite simple groups , and Fong and Seitz's study of Moufang polygons a special type of graph led to the characterisation of rank-2 Lie type groups. The research work at the Centre covers important topics in algebraic graph theory, such as:.
- Freely available!
- Graph Strong Product?
- In Situ Hybridization Methods!
- Errata: Algebraic Graph Theory.
- Student and Postdoctoral Fellow Supervision!
Members of the Centre have made significant contributions to the area. They have solved various important long-standing open problems, established significant theories, developed powerful methods and launched new research directions, including:.
- Hiding Man: A Biography of Donald Barthelme.
- Markets and the Environment;
- Errata and additions for the textbook!
The Li-Praeger theory of homogeneous factorisations of graphs launched a new research direction in combinatorics. A graph is a mathematical abstraction of a network.
- List of graph theory topics - Wikiwand;
- Fundamentals of Earthquake Engineering: From Source to Fragility.
- Rays of Sunshine.
- SAS® for Monte Carlo studies : a guide for quantitative researchers;
John Bamberg. Alice Devillers. Michael Giudici.
Related Topics in Algebraic Graph Theory
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