We introduce a new natural notion of convergence for permutations at any specified scale, in terms of the density of patterns of restricted width. In this setting we prove that limits may be chosen independently at a countably infinite number of scales.
|Journal||Journal of Combinatorial Theory. Series A|
|Early online date||8 Nov 2021|
|Publication status||Published - 1 Feb 2022|
- permutation limits
- pattern density