Conjecture on the greenness of the mutation sequence for
Conjecture on the greenness of the mutation sequence for
Let be the quiver associated with the word , and let be the mutation sequence specified in the paper. A sequence of vertices is green with respect to a framed quiver when, at each step, the mutated vertex is green in the quiver obtained after the preceding mutations.
Greenness conjecture. The sequence of vertices of mutated by is a green sequence with respect to .
This conjecture concerns the compatibility of the explicitly constructed mutation sequence with the theory of green sequences. The supplied text gives no evidence that it has been resolved.
Sources & referencesView supporting material
Primary source
Etienne Ménard, “Cluster algebras associated with open Richardson varieties: an algorithm to compute initial seeds”, arXiv:2201.10292 (2022).
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