Add to ORKGWe prove that every outerplanar graph can be optimally edge-coloured in polylog time using a polynomial number of processors on a parallel random access machine without write conflicts (P-RAM)
This paper presents very fast parallel algorithms for approximate edge coloring. Let log(1)n=logn,lo...
AbstractA b-colouring of a graph is a colouring of its vertices such that every colour class contain...
We discover a surprising connection between graph coloring in two orthogonal paradigms: parallel and...
AbstractWe prove that every outerplanar graph can be optimally edge-coloured in polylogarithmic time...
AbstractWe prove that every outerplanar graph can be optimally edge-coloured in polylogarithmic time...
An extremely simple distributed randomized edge colouring algorithm is given which produces with hig...
An extremely simple distributed randomized algorithm is presented which with high probability proper...
An outerplanar graph is a graph which can be embedded in the plane so that all vertices lie on the b...
AbstractThis paper presents very fast parallel algorithms for approximate edge coloring. Let log(1)n...
AbstractGiven a graph, in which degree of every node is at most Δ > 2, we give an algorithm for vert...
AbstractGiven a graph, in which degree of every node is at most Δ > 2, we give an algorithm for vert...
AbstractWe present an efficient algorithm for edge coloring a planar graphG. Let n be the number of ...
AbstractThis paper presents very fast parallel algorithms for approximate edge coloring. Let log(1)n...
We consider the problem of edge-coloring planar graphs. It is known that a planar graph G with maxim...
AbstractWe give a distributed randomized algorithm for graph edge colouring. Let G be a Δ-regular gr...
This paper presents very fast parallel algorithms for approximate edge coloring. Let log(1)n=logn,lo...
AbstractA b-colouring of a graph is a colouring of its vertices such that every colour class contain...
We discover a surprising connection between graph coloring in two orthogonal paradigms: parallel and...
AbstractWe prove that every outerplanar graph can be optimally edge-coloured in polylogarithmic time...
AbstractWe prove that every outerplanar graph can be optimally edge-coloured in polylogarithmic time...
An extremely simple distributed randomized edge colouring algorithm is given which produces with hig...
An extremely simple distributed randomized algorithm is presented which with high probability proper...
An outerplanar graph is a graph which can be embedded in the plane so that all vertices lie on the b...
AbstractThis paper presents very fast parallel algorithms for approximate edge coloring. Let log(1)n...
AbstractGiven a graph, in which degree of every node is at most Δ > 2, we give an algorithm for vert...
AbstractGiven a graph, in which degree of every node is at most Δ > 2, we give an algorithm for vert...
AbstractWe present an efficient algorithm for edge coloring a planar graphG. Let n be the number of ...
AbstractThis paper presents very fast parallel algorithms for approximate edge coloring. Let log(1)n...
We consider the problem of edge-coloring planar graphs. It is known that a planar graph G with maxim...
AbstractWe give a distributed randomized algorithm for graph edge colouring. Let G be a Δ-regular gr...
This paper presents very fast parallel algorithms for approximate edge coloring. Let log(1)n=logn,lo...
AbstractA b-colouring of a graph is a colouring of its vertices such that every colour class contain...
We discover a surprising connection between graph coloring in two orthogonal paradigms: parallel and...