Bibliographic Details
| Title: |
Mutation Cycles from Reddening Sequences. |
| Authors: |
Ervin, Tucker J.1 (AUTHOR) tjervin@crimson.ua.edu, Neville, Scott2 (AUTHOR) nevilles@umich.edu |
| Source: |
Annals of Combinatorics. Sep2026, p1-32. 32p. |
| Subject Terms: |
*Mutations (Algebra), *Forks, *Directed graphs |
| Abstract: |
Given two quivers, each with a reddening sequence, we show how to construct a plethora of mutation cycles. We give several examples, including a generalization of the construction of long mutation cycles in earlier work by the second author. We also give new results on the reddening sequences of certain mutation-acyclic quivers and forks, classifying them in some cases. [ABSTRACT FROM AUTHOR] |
| Database: |
Academic Search Index |