We consider an infinite graph G whose vertex set is the set of natural numbers and adjacency depends solely on the difference between vertices.
Dec 10, 2007 · We study the largest cardinality of a set of permutations of [n] any pair of which differ somewhere in a pair of adjacent vertices of G and ...
Mar 22, 2012 · We study the largest cardinality of a set of permutations of [n] any pair of which differ somewhere in a pair of adjacent vertices of G and ...
We consider an infinite graph G whose vertex set is the set of natural numbers and adjacency depends solely on the difference between vertices.
We consider an infinite graph G whose vertex set is the set of natural numbers and adjacency depends solely on the difference between vertices.
Graph-Different Permutations · Pairwise colliding permutations and the capacity of infinite graphs · Distance Graphs with Finite Chromatic Number · On the capacity ...
On types of growth for graph-different permutations. Journal of Combinatorial Theory, Series A, Vol. 116, No. 3 | 1 Apr 2009. On digraph-different permutations.
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We consider an infinite graph G whose vertex set is the set of natural numbers and adjacency depends solely on the difference between vertices.
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The correspondence between permutations and ordered inversion graphs is an order- preserving injection, so every permutation class is isomorphic (as a partially ...