AbstractReal world problems arising in the layout of connection structures in networks as e.g. in VLSI design may often be decomposed into a number of well-known combinatorial optimization problems.Steiner's problem in graphs is included within this context. According to its complexity one is interested in developing efficient heuristic algorithms to find good approximate solutions. Here a comparison of various heuristic methods for Steiner's problem in graphs is presented
Consider an undirected graph G = (V, E) with positive edge weights and a nonempty set S ? V, where V...
We present several new techniques for dealing with the Steiner problem in (undirected) networks. We ...
We present several new techniques for dealing with the Steiner problem in (undirected) networks. We ...
AbstractReal world problems arising in the layout of connection structures in networks as e.g. in VL...
AbstractThe Steiner problem in graphs (networks) is to find a minimum cost tree spanning a given sub...
AbstractWe present several new techniques for dealing with the Steiner problem in (undirected) netwo...
We present several new techniques for dealing with the Steiner problem in (undirected) networks. We ...
We present several new techniques for dealing with the Steiner problem in (undirected) networks. We ...
We present several new techniques for dealing with the Steiner problem in (undirected) networks. We ...
The Steiner problem in graphs is known to be an NP-Complete problem. Numerous heuristic approaches f...
The Steiner problem in graphs is known to be an NP-Complete problem. Numerous heuristic approaches f...
The Steiner problem in graphs is known to be an NP-Complete problem. Numerous heuristic approaches f...
Abstract. The Steiner problem asks for a minimum cost tree spanning a given subset of vertices in a ...
AbstractWe consider a generalized version of the Steiner problem in graphs, motivated by the wire ro...
We consider a generalized version of the Steiner problem in graphs, motivated by the wire routing ph...
Consider an undirected graph G = (V, E) with positive edge weights and a nonempty set S ? V, where V...
We present several new techniques for dealing with the Steiner problem in (undirected) networks. We ...
We present several new techniques for dealing with the Steiner problem in (undirected) networks. We ...
AbstractReal world problems arising in the layout of connection structures in networks as e.g. in VL...
AbstractThe Steiner problem in graphs (networks) is to find a minimum cost tree spanning a given sub...
AbstractWe present several new techniques for dealing with the Steiner problem in (undirected) netwo...
We present several new techniques for dealing with the Steiner problem in (undirected) networks. We ...
We present several new techniques for dealing with the Steiner problem in (undirected) networks. We ...
We present several new techniques for dealing with the Steiner problem in (undirected) networks. We ...
The Steiner problem in graphs is known to be an NP-Complete problem. Numerous heuristic approaches f...
The Steiner problem in graphs is known to be an NP-Complete problem. Numerous heuristic approaches f...
The Steiner problem in graphs is known to be an NP-Complete problem. Numerous heuristic approaches f...
Abstract. The Steiner problem asks for a minimum cost tree spanning a given subset of vertices in a ...
AbstractWe consider a generalized version of the Steiner problem in graphs, motivated by the wire ro...
We consider a generalized version of the Steiner problem in graphs, motivated by the wire routing ph...
Consider an undirected graph G = (V, E) with positive edge weights and a nonempty set S ? V, where V...
We present several new techniques for dealing with the Steiner problem in (undirected) networks. We ...
We present several new techniques for dealing with the Steiner problem in (undirected) networks. We ...