AbstractWe consider a general class of optimization problems regarding spanning trees in directed graphs (arborescences). We present an algorithm for solving such problems, which can be considered as a generalization of Edmonds’ algorithm for the solution of the minimum sum arborescence problem. The considered class of optimization problems includes as special cases the standard minimum sum arborescence problem, the bottleneck and lexicographically optimal arborescence problem, as well as the widest-minimum sum arborescence problem
The minimum-cost arborescence problem is a well-studied problem in the area of graph theory, with kn...
The paper considers the following three graph optimization problems: (A) the existence of k disjoint...
Two issues are discussed in depth in this dissertation--the optimization of nondifferentiable functi...
AbstractWe consider a general class of optimization problems regarding spanning trees in directed gr...
We present an O(vopt)-approximation algorithm for the maximum leaf spanning arborescence problem, wh...
For a directed graph, a Minimum Weight Arborescence (MWA) rooted at a vertex r is a directed spannin...
AbstractIn this paper an inverse problem of the weighted shortest arborescence problem is discussed....
Computing a directed minimum spanning tree, called arborescence, is a fundamental algorithmic proble...
AbstractThe problems of finding an optimum arborescence of a given digraph with respect to an object...
International audienceWe revisit fundamental problems in undirected and directed graphs, such as the...
The problems of finding an optimum arborescenceof a given digraph with respect to an objective funct...
The Euclidean arborescence problem involves the creation of rooted trees embedded in the plane usin...
An algorithm for finding all spanning trees (arborescences) of a directed graph is presented. It use...
Let a communication network be modelled by a directed graph G=(V,E) of n nodes and m edges, and assu...
M.Sc. (Computer Science)Chapter 1 is a summary in which the problems- discussed in this study, as we...
The minimum-cost arborescence problem is a well-studied problem in the area of graph theory, with kn...
The paper considers the following three graph optimization problems: (A) the existence of k disjoint...
Two issues are discussed in depth in this dissertation--the optimization of nondifferentiable functi...
AbstractWe consider a general class of optimization problems regarding spanning trees in directed gr...
We present an O(vopt)-approximation algorithm for the maximum leaf spanning arborescence problem, wh...
For a directed graph, a Minimum Weight Arborescence (MWA) rooted at a vertex r is a directed spannin...
AbstractIn this paper an inverse problem of the weighted shortest arborescence problem is discussed....
Computing a directed minimum spanning tree, called arborescence, is a fundamental algorithmic proble...
AbstractThe problems of finding an optimum arborescence of a given digraph with respect to an object...
International audienceWe revisit fundamental problems in undirected and directed graphs, such as the...
The problems of finding an optimum arborescenceof a given digraph with respect to an objective funct...
The Euclidean arborescence problem involves the creation of rooted trees embedded in the plane usin...
An algorithm for finding all spanning trees (arborescences) of a directed graph is presented. It use...
Let a communication network be modelled by a directed graph G=(V,E) of n nodes and m edges, and assu...
M.Sc. (Computer Science)Chapter 1 is a summary in which the problems- discussed in this study, as we...
The minimum-cost arborescence problem is a well-studied problem in the area of graph theory, with kn...
The paper considers the following three graph optimization problems: (A) the existence of k disjoint...
Two issues are discussed in depth in this dissertation--the optimization of nondifferentiable functi...