We study the problem of determining whether a graph G has an induced matching that dominates every edge of the graph, which is also known as efficient edge ...

We study the problem of determining whether a graph G has an induced matching that dominates every edge of the graph, which is also known as efficient edge ...

We study the problem of determining whether a graph G has an induced matching that dominates every edge of the graph, which is also known as efficient edge ...

A dominating induced matching (DIM) of G is an induced matching that dominates every edge of G. It is well known that, if they exist, all dominating induced ...

Sep 11, 2021 · A matching M in a graph is called a dominating induced matching (dim) if every edge of G is dominated by edges of M exactly once.

Apr 4, 2024 · A matching M in a graph G is an induced matching if the largest degree of the subgraph of G induced by. M is equal to one. A dominating ...

Apr 11, 2019 · Abstract. Let G = (V,E) be a finite undirected graph without loops and multiple edges. A subset M ⊆ E of edges is a dominating induced ...

Sep 6, 2017 · An induced matching M in a graph G is dominating if every edge not in M shares exactly one vertex with an edge in M. The dominating induced ...

Jun 25, 2024 · The Dominating Induced Matching (DIM) problem asks for the existence of a d.i.m. in G; this problem is also known as the Efficient Edge ...

The Dominating Induced Matching (DIM) problem asks for the existence of a d.i.m. in G. The DIM problem is 𝕅𝕇-complete even for very restricted graph classes ...