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Tag Archives: integer sequences
9,21,27,45,81,153,…
This is the sequence of degrees of primitive groups which don’t synchronize a map of rank 3, equivalently graphs with clique number and chromatic number 3 having primitive automorphism groups. You could argue that the sequence should start with 3, … Continue reading
The ADE affair, 3
Clusters, and the associated cluster algebras and cluster categories, form a hot topic in mathematics at the moment. Clusters are connected with topics such as Poisson geometry, integrable systems, representation theory and total positivity as well as combinatorial enumeration. I … Continue reading
Posted in exposition, open problems
Tagged cluster algebras, David Jordan, integer sequences, mutation, Peter Jorgensen, quivers
1 Comment