Minimum consistent subset for trees revisited
H Arimura, T Gima, Y Kobayashi, H Nochide… - arxiv preprint arxiv …, 2023 - arxiv.org
In a vertex-colored graph $ G=(V, E) $, a subset $ S\subseteq V $ is said to be consistent if
every vertex has a nearest neighbor in $ S $ with the same color. The problem of computing …
every vertex has a nearest neighbor in $ S $ with the same color. The problem of computing …
Minimum Consistent Subset in Interval Graphs and Circle Graphs
B Manna - arxiv preprint arxiv:2405.14493, 2024 - arxiv.org
In a connected simple graph G=(V, E), each vertex of V is colored by a color from the set of
colors C={c1, c2,..., c_ {\alpha}} $. We take a subset S of V, such that for every vertex v in V\S …
colors C={c1, c2,..., c_ {\alpha}} $. We take a subset S of V, such that for every vertex v in V\S …
Minimum Strict Consistent Subset in Paths, Spiders, Combs and Trees
B Manna - arxiv preprint arxiv:2405.18569, 2024 - arxiv.org
In a connected simple graph G=(V, E), each vertex of V is colored by a color from the set of
colors C={c_1, c_2,..., c_ {\alpha}}. We take a subset S of V, such that for every vertex v in …
colors C={c_1, c_2,..., c_ {\alpha}}. We take a subset S of V, such that for every vertex v in …
Minimum Consistent Subset in Trees and Interval Graphs
In the Minimum Consistent Subset (MCS) problem, we are presented with a connected
simple undirected graph $ G=(V, E) $, consisting of a vertex set $ V $ of size $ n $ and an …
simple undirected graph $ G=(V, E) $, consisting of a vertex set $ V $ of size $ n $ and an …
The Minimum Consistent Spanning Subset Problem on Trees
P Khamsepour - 2023 - search.proquest.com
Given a vertex-colored edge-weighted graph, the minimum consistent subset (MCS)
problem asks for a minimum subset S of vertices such that every vertex v not in S has the …
problem asks for a minimum subset S of vertices such that every vertex v not in S has the …