Oct 5, 2022 · Title:Faster parameterized algorithms for modification problems to minor-closed classes. Authors:Laure Morelle, Ignasi Sau, Giannos Stamoulis ...

Jul 5, 2023 · Let G be a minor-closed graph class and let G be an n-vertex graph. We say that G is a k-apex of G if G contains a set S of at most k vertices such that G⧵S ...

The main focus of this paper is on the parametric and polynomial dependence of FPT- algorithms to solve Vertex Deletion to G and Elimination Distance to G, i.e. ...

Aug 12, 2024 · In this paper, we focus on two such measures of distance from triviality: Given a target graph class G, we consider the vertex deletion distance ...

Oct 23, 2023 · Faster parameterized algorithms for modification problems to minor-closed classes. 1. Introduction. The distance from triviality is a concept ...

Jul 13, 2023 · Our first result is an algorithm that decides whether G is a k-apex of calG in time 2poly(k) · n2. This algorithm improves the previous one, ...

Jul 13, 2023 · This algorithm is based on the computability of the minor-obstructions and its dependence on k is not explicit. We extend the techniques used in ...

Aug 12, 2024 · Faster parameterized algorithms for modification problems to minor-closed classes. Overview of attention for article published in TheoretiCS ...

Finally, we show that slight modifications of our algorithm permit to solve some related problems within the same time bounds, like induced minor or contraction ...

The H-Minor containment problem asks whether a graph G contains some fixed graph H as a minor, that is, whether H can be obtained by some subgraph of G after ...