Explore the intricacies of the generation conjecture for regular graphs in this illuminating lecture presented by Søren Eilers from the University of Copenhagen, Denmark. Delve into the mathematical concepts and theories surrounding this conjecture, gaining insights into its implications and potential applications in graph theory. Discover the latest research and findings in this field as Eilers shares his expertise over the course of 68 minutes, providing a comprehensive overview of the topic for mathematicians and graph theory enthusiasts alike.
Overview
Syllabus
The generation conjecture for regular graphs
Taught by
Banach Center
Related Courses
-
Spectral Statistics of Random Regular Graphs
-
Anticoncentration in Ramsey Graphs and Proof of the Erdös-McKay Conjecture - Lecture
-
Recent Progress on the Erdos-Hajnal Conjecture
-
The Graceful Tree Conjecture - Famous Math Problems
-
Correspondence Colouring of Random Graphs
-
Recent Progress Towards Hadwiger’s Conjecture
