2 ms·

there’s a quote at the end, saying this establishes a fundamental connection between two objects which are central to computer science. The quote leaves those

there’s a quote at the end, saying this establishes a fundamental connection between two objects which are central to computer science. The quote leaves those two objects unnamed. Are they supposed to be “graphs” and “groups”?

nyrikki 2y ago
> It proves, for instance, that certain types of graphs that have to do with groups, called Cayley graphs, must have Hamiltonian cycles Yes, graphs and groups.