It is known that minimum cost flow problems can be solved by successive augmentations along shortest paths. In this paper the issues of implementing shortest path algorithms in this context are examined. Of particular interest is the dynamic topology that the flow networks exhibit. We develop a network generator capable of emulating such topology. Strategies for exploiting the special structures in such networks are discussed. A set of 9000 test problems is offered, from which a particular strategy/algorithm combination is shown to consistently produce superior results when compared to the other combinations.shortest path, empirical testing
An efficient polynomial time algorithm forsolving minimum cost flow problems has been proposedin thi...
Abstract—The development of concepts derived from the generic approach to solving the problem of the...
The authors carry out an experimental analysis of a number of shortest path (routing) algorithms inv...
A new algorithm for generating structured, minimum cost network flow problems (transshipment, transp...
Abstract. The problem of updating shortest paths in networks whose topology dynamically changes over...
Shortest path problems are fundamental network optimization problems arising in many contexts and ha...
Have you ever played a board game or a video game where you mentally figured out the shortest path b...
The goal of this paper is to provide a basic overview of several different operations research probl...
In this paper, we survey algorithms for shortest paths in dynamic networks. Although research on thi...
In this paper, we survey algorithms for shortest paths in dynamic networks. Although research on thi...
AbstractIn this paper, we survey algorithms for shortest paths in dynamic networks. Although researc...
Abstract: In this paper we consider an advanced topic for minimum flow problem: the use of the dynam...
Discrete optimization algorithms exist for analysis of network optimization of flow problems. Comput...
This talk was about some Special Network Flow Problems: the Shortest Path Tour Problem
We combine the well known Shortest Paths (SP) problem and the Bottleneck Paths (BP) problem to intro...
An efficient polynomial time algorithm forsolving minimum cost flow problems has been proposedin thi...
Abstract—The development of concepts derived from the generic approach to solving the problem of the...
The authors carry out an experimental analysis of a number of shortest path (routing) algorithms inv...
A new algorithm for generating structured, minimum cost network flow problems (transshipment, transp...
Abstract. The problem of updating shortest paths in networks whose topology dynamically changes over...
Shortest path problems are fundamental network optimization problems arising in many contexts and ha...
Have you ever played a board game or a video game where you mentally figured out the shortest path b...
The goal of this paper is to provide a basic overview of several different operations research probl...
In this paper, we survey algorithms for shortest paths in dynamic networks. Although research on thi...
In this paper, we survey algorithms for shortest paths in dynamic networks. Although research on thi...
AbstractIn this paper, we survey algorithms for shortest paths in dynamic networks. Although researc...
Abstract: In this paper we consider an advanced topic for minimum flow problem: the use of the dynam...
Discrete optimization algorithms exist for analysis of network optimization of flow problems. Comput...
This talk was about some Special Network Flow Problems: the Shortest Path Tour Problem
We combine the well known Shortest Paths (SP) problem and the Bottleneck Paths (BP) problem to intro...
An efficient polynomial time algorithm forsolving minimum cost flow problems has been proposedin thi...
Abstract—The development of concepts derived from the generic approach to solving the problem of the...
The authors carry out an experimental analysis of a number of shortest path (routing) algorithms inv...