Jul 24, 2018 · At the core of our results is a remarkably simple meta-algorithm for the (\Delta+1) coloring problem: Sample O(\log{n}) colors for each vertex ...
Jan 2, 2019 · The sublinear algorithms are then obtained by designing efficient algorithms for finding a proper coloring of the graph from the sampled colors ...
Any graph with maximum degree ∆ admits a proper vertex coloring with ∆+1 colors that can be found via a simple sequential greedy algorithm in linear time and ...
In this talk, I present new algorithms that answer this question in the affirmative for several canonical classes of sublinear algorithms.
Duration: 52:01
Posted: Aug 15, 2023
Posted: Aug 15, 2023
Any graph with maximum degree Δ admits a proper vertex coloring with Δ + 1 colors that can be found via a simple sequential greedy algorithm in linear time ...
Jul 24, 2018 · At the core of our results is a remarkably simple meta-algorithm for the (∆ + 1) coloring problem: Sample O(log n) colors for each vertex ...
Duration: 42:01
Posted: Nov 28, 2018
Posted: Nov 28, 2018
Every graph admits a (∆ + 1) coloring (tight for cliques and odd cycles). Any partial coloring can be extended to a proper (∆ + 1) coloring.
Missing: δ+
Improved algorithms for the $(Delta+1) (vertex) coloring problem in the Congested-Clique model of distributed computing and a deterministic algorithm that ...