8 citations · 14 across the 4 of their papers we have counts for
4 papers
The classification of homogeneous finite-dimensional permutation structures
Samuel Braunfeld, Pierre Simon
We classify the homogeneous finite-dimensional permutation structures, i.e., homogeneous structures in a language of finitely many linear orders, giving a nearly complete answer to…
Infinite Limits of Finite-Dimensional Permutation Structures, and their Automorphism Groups: Between Model Theory and Combinatorics
Samuel Braunfeld
In the course of classifying the homogeneous permutations, Cameron introduced the viewpoint of permutations as structures in a language of two linear orders, and this structural vi…
Ramsey expansions of -ultrametric spaces
Samuel Braunfeld
For a finite lattice , -ultrametric spaces are a convenient language for describing structures equipped with a family of equivalence relations. When is finite and distrib…
Homogeneous 3-dimensional permutation structures
Samuel Braunfeld
We provide a classification of the homogeneous 3-dimensional permutation structures, i.e. homogeneous structures in a language of 3 linear orders, partially answering a question of…