DOIAbstract
AbstractWe show that if H is an odd-cycle, or any non-bipartite graph of girth 5 and maximum degree at most 3, then planar H-COL is NP-complete
AbstractWe show that if H is an odd-cycle, or any non-bipartite graph of girth 5 and maximum degree at most 3, then planar H-COL is NP-complete
AbstractLet H be a directed graph whose vertices are called colours. An H-colouring of a digraph G i...
AbstractSuppose we are given a graph G together with two proper vertex k-colourings of G, α and β. H...
AbstractWe define k-diverse colouring of a graph to be a proper vertex colouring in which every vert...
AbstractWe show that if H is an odd-cycle, or any non-bipartite graph of girth 5 and maximum degree ...
Graphs are a very flexible tool within mathematics, as such, numerous problems can be solved by form...
AbstractLet H be a graph (respectively digraph) whose vertices are called ‘colours’. An H-colouring ...
AbstractLet H be a fixed graph, whose vertices are referred to as ‘colors’. An H-coloring of a graph...
A colouring of a graphGVE=( ,)is a function→cV:{1, 2,...}such that≠cucv() ()for every∈uvE.Ak‐regular...
We consider a natural restriction of the List Colouring problem, k-Regular List Colouring, which cor...
AbstractGiven a graph H, let b(H) be the minimum integer b, if it exists, for which H-colouring is N...
AbstractWe investigate the complexity of the H-colouring problem restricted to graphs of bounded deg...
AbstractA graph G is k-choosable if for every assignment of a set S(v) of k colors to every vertex v...
AbstractIt is shown that two sorts of problems belong to the NP-complete class. First, it is proven ...
We consider the problem of coloring a planar graph with the minimum number of colors so that each co...
Let H be a fixed undirected graph. An H-colouring of an undirected graph G is a homomorphism from G ...
AbstractLet H be a directed graph whose vertices are called colours. An H-colouring of a digraph G i...
AbstractSuppose we are given a graph G together with two proper vertex k-colourings of G, α and β. H...
AbstractWe define k-diverse colouring of a graph to be a proper vertex colouring in which every vert...
AbstractWe show that if H is an odd-cycle, or any non-bipartite graph of girth 5 and maximum degree ...
Graphs are a very flexible tool within mathematics, as such, numerous problems can be solved by form...
AbstractLet H be a graph (respectively digraph) whose vertices are called ‘colours’. An H-colouring ...
AbstractLet H be a fixed graph, whose vertices are referred to as ‘colors’. An H-coloring of a graph...
A colouring of a graphGVE=( ,)is a function→cV:{1, 2,...}such that≠cucv() ()for every∈uvE.Ak‐regular...
We consider a natural restriction of the List Colouring problem, k-Regular List Colouring, which cor...
AbstractGiven a graph H, let b(H) be the minimum integer b, if it exists, for which H-colouring is N...
AbstractWe investigate the complexity of the H-colouring problem restricted to graphs of bounded deg...
AbstractA graph G is k-choosable if for every assignment of a set S(v) of k colors to every vertex v...
AbstractIt is shown that two sorts of problems belong to the NP-complete class. First, it is proven ...
We consider the problem of coloring a planar graph with the minimum number of colors so that each co...
Let H be a fixed undirected graph. An H-colouring of an undirected graph G is a homomorphism from G ...
AbstractLet H be a directed graph whose vertices are called colours. An H-colouring of a digraph G i...
AbstractSuppose we are given a graph G together with two proper vertex k-colourings of G, α and β. H...
AbstractWe define k-diverse colouring of a graph to be a proper vertex colouring in which every vert...
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