Add to ORKGWe present empirical results on computing optimal dominating sets in networks by means of data reduction through preprocessing rules. Thus, we demonstrate the usefulness of so far only theoretically considered reduction techniques for practically solving one of the most important network problems in combinatorial optimization
We consider the problem of selecting a minimum size subset of nodes in a network that allows to acti...
Abstract−In this paper we propose Genetic Algorithm for reducing connected dominating set in Wireles...
AbstractGiven a graph, a connected dominating set is a subset of vertices such that every vertex is ...
We present empirical results on computing optimal dominating sets in networks by means of data reduc...
Abstract. Data reduction by polynomial-time preprocessing is a core concept of (parameterized) compl...
Dealing with the NP-complete Dominating Set problem on graphs, we demonstrate the power of data redu...
Historically,The concept of domination in graphs found its origin in 1850s with the inter est of sev...
This paper introduces two new algorithms for the minimum connected dominating set problem. The probl...
Historically, The concept of domination in graphsfound its origin in 1850s with the interest of seve...
Historically, The concept of domination in graphsfound its origin in 1850s with the interest of seve...
Our aim here is to address the problem of decomposing a whole network into a minimal number of ego–c...
Computationally difficult problems are ubiquitous. Although, sometimes approximations come in handy,...
We conduct an extensive numerical analysis of the effects of network damage on dominating sets that ...
The location of resources in a network satisfying some optimization property is a classical combinat...
This paper introduces two new algorithms for the minimum connected dominating set (MCDS) problem wit...
We consider the problem of selecting a minimum size subset of nodes in a network that allows to acti...
Abstract−In this paper we propose Genetic Algorithm for reducing connected dominating set in Wireles...
AbstractGiven a graph, a connected dominating set is a subset of vertices such that every vertex is ...
We present empirical results on computing optimal dominating sets in networks by means of data reduc...
Abstract. Data reduction by polynomial-time preprocessing is a core concept of (parameterized) compl...
Dealing with the NP-complete Dominating Set problem on graphs, we demonstrate the power of data redu...
Historically,The concept of domination in graphs found its origin in 1850s with the inter est of sev...
This paper introduces two new algorithms for the minimum connected dominating set problem. The probl...
Historically, The concept of domination in graphsfound its origin in 1850s with the interest of seve...
Historically, The concept of domination in graphsfound its origin in 1850s with the interest of seve...
Our aim here is to address the problem of decomposing a whole network into a minimal number of ego–c...
Computationally difficult problems are ubiquitous. Although, sometimes approximations come in handy,...
We conduct an extensive numerical analysis of the effects of network damage on dominating sets that ...
The location of resources in a network satisfying some optimization property is a classical combinat...
This paper introduces two new algorithms for the minimum connected dominating set (MCDS) problem wit...
We consider the problem of selecting a minimum size subset of nodes in a network that allows to acti...
Abstract−In this paper we propose Genetic Algorithm for reducing connected dominating set in Wireles...
AbstractGiven a graph, a connected dominating set is a subset of vertices such that every vertex is ...