Treewidth: Algorithmic Techniques and Results ... The notion of treewidth is playing a central ro... more Treewidth: Algorithmic Techniques and Results ... The notion of treewidth is playing a central role in many recent investigations in algorithmic graph theory. ...
... Parallel Algorithms for Series Parallel Graphs and Graphs with Treewidth Two 1 ... Parallel A... more ... Parallel Algorithms for Series Parallel Graphs and Graphs with Treewidth Two 1 ... Parallel Algorithms for Series Parallel Graphs and Graphs with Treewidth Two 535 ...
... hansb@cs.uu.nl LIRMM-Université Montpellier II, 161 Rue Ada, 34392 Montpellier Cesex, France... more ... hansb@cs.uu.nl LIRMM-Université Montpellier II, 161 Rue Ada, 34392 Montpellier Cesex, France. ... of length n. Call this subgraph of G P. Then, for each i ∈ Lk, we add a vertex xi ... In L. Aceto, I. Damg˚ard, LA Goldberg, MM Halldórsson, A. Ingólfsdóttir, and I. Walukuewics, editors ...
Page 1. Dynamic Algorithms for Graphs with Treewidth 2* Hans L. Bodlaender Department of Computer... more Page 1. Dynamic Algorithms for Graphs with Treewidth 2* Hans L. Bodlaender Department of Computer Science, Utrecht University PO ...
The contraction degeneracy of a graphG is the maximum minimum degree ofG0 over all minors G0 of G... more The contraction degeneracy of a graphG is the maximum minimum degree ofG0 over all minors G0 of G. The corresponding decision problem is known to be NP -complete. In this paper, we present a dynamic programming approach for computing the contraction degeneracy of cographs.
The parameter contraction degeneracy — the maximum min imum degree over all minors of a graph — ... more The parameter contraction degeneracy — the maximum min imum degree over all minors of a graph — is a treewidth lower bound and was first defined in (3). In experiments it was shown that this lower bound improves upon other treewidth lower bounds (3). In this note, we examine some relationships between the contraction degeneracy and con nected components of
... A Tourist Guide through Treewidth Hans L. Bodlaender* Department of Computer Science, Utrecht... more ... A Tourist Guide through Treewidth Hans L. Bodlaender* Department of Computer Science, Utrecht University POBox 80.089, 3508 ТВ Utrecht, the Netherlands Abstract A short ... of T, and T a tree such that for all edges (v, w) E, there exists an i £ I with v Xi and w X{. for all г ...
Treewidth: Algorithmic Techniques and Results ... The notion of treewidth is playing a central ro... more Treewidth: Algorithmic Techniques and Results ... The notion of treewidth is playing a central role in many recent investigations in algorithmic graph theory. ...
... Parallel Algorithms for Series Parallel Graphs and Graphs with Treewidth Two 1 ... Parallel A... more ... Parallel Algorithms for Series Parallel Graphs and Graphs with Treewidth Two 1 ... Parallel Algorithms for Series Parallel Graphs and Graphs with Treewidth Two 535 ...
... hansb@cs.uu.nl LIRMM-Université Montpellier II, 161 Rue Ada, 34392 Montpellier Cesex, France... more ... hansb@cs.uu.nl LIRMM-Université Montpellier II, 161 Rue Ada, 34392 Montpellier Cesex, France. ... of length n. Call this subgraph of G P. Then, for each i ∈ Lk, we add a vertex xi ... In L. Aceto, I. Damg˚ard, LA Goldberg, MM Halldórsson, A. Ingólfsdóttir, and I. Walukuewics, editors ...
Page 1. Dynamic Algorithms for Graphs with Treewidth 2* Hans L. Bodlaender Department of Computer... more Page 1. Dynamic Algorithms for Graphs with Treewidth 2* Hans L. Bodlaender Department of Computer Science, Utrecht University PO ...
The contraction degeneracy of a graphG is the maximum minimum degree ofG0 over all minors G0 of G... more The contraction degeneracy of a graphG is the maximum minimum degree ofG0 over all minors G0 of G. The corresponding decision problem is known to be NP -complete. In this paper, we present a dynamic programming approach for computing the contraction degeneracy of cographs.
The parameter contraction degeneracy — the maximum min imum degree over all minors of a graph — ... more The parameter contraction degeneracy — the maximum min imum degree over all minors of a graph — is a treewidth lower bound and was first defined in (3). In experiments it was shown that this lower bound improves upon other treewidth lower bounds (3). In this note, we examine some relationships between the contraction degeneracy and con nected components of
... A Tourist Guide through Treewidth Hans L. Bodlaender* Department of Computer Science, Utrecht... more ... A Tourist Guide through Treewidth Hans L. Bodlaender* Department of Computer Science, Utrecht University POBox 80.089, 3508 ТВ Utrecht, the Netherlands Abstract A short ... of T, and T a tree such that for all edges (v, w) E, there exists an i £ I with v Xi and w X{. for all г ...
Uploads
Papers by Hans Bodlaender