Abstract. A topology-aware network is a dynamic network in which the nodes can detect whether locally topology changes occur. Many modern networks, like IEEE 1394.1, are topology-aware networks. We present a distributed algorithm for computing and maintaining an arbitrary spanning tree in such a topology-aware network. Although usually minimal spanning trees are studied, in practice arbitrary spanning trees are often sufficient. Since our algorithm is not involved in the detection of topology changes, it performs better than the spanning tree algorithms in standards like IEEE 802.1. Because reasoning about distributed algorithms is rather tricky, we use a systematic approach to prove our algorithm
This paper examines the complexity of distributed algorithms for finding a Minimum Spanning Tree in ...
A random-based distributed protocol for computing spanning trees in anonymous networks is presented....
A distributed algorithm is presented that constructs the minimum weight spanning tree in a connected...
Abstract. A topology-aware network is a dynamic network in which the nodes can detect whether locall...
Abstract. We analyze the spanning tree algorithm in the IEEE 1394.1 draft standard, which correctne...
We consider a class of distributed algorithms. Algorithms in this class consist of processes that co...
We present a distributed algorithm for constructing a spanning tree for connected undirected graphs....
Caption title. "May 1987."Includes bibliographical references.Supported in part by Codex Corporation...
A distributed algorithm ispresented that constructs he minimum-weight spanning tree in a connected u...
Part 1: MAKE TopologyInternational audienceWhen deploying a wireless sensor network over an area of ...
The design of a distributed algorithm for computing a minimal distance spanning tree is carried out...
The paper announces an incremental mechanically-verified design of the algorithm of Gallager, Humble...
International audienceMore than two decades ago, combinatorial topology was shown to be useful for a...
The algorithm of Gallager, Humblet, and Spira computes the minimum spanning tree of a weighted graph...
Large-scale distributed applications are subject to frequent disruptions due to resource contention ...
This paper examines the complexity of distributed algorithms for finding a Minimum Spanning Tree in ...
A random-based distributed protocol for computing spanning trees in anonymous networks is presented....
A distributed algorithm is presented that constructs the minimum weight spanning tree in a connected...
Abstract. A topology-aware network is a dynamic network in which the nodes can detect whether locall...
Abstract. We analyze the spanning tree algorithm in the IEEE 1394.1 draft standard, which correctne...
We consider a class of distributed algorithms. Algorithms in this class consist of processes that co...
We present a distributed algorithm for constructing a spanning tree for connected undirected graphs....
Caption title. "May 1987."Includes bibliographical references.Supported in part by Codex Corporation...
A distributed algorithm ispresented that constructs he minimum-weight spanning tree in a connected u...
Part 1: MAKE TopologyInternational audienceWhen deploying a wireless sensor network over an area of ...
The design of a distributed algorithm for computing a minimal distance spanning tree is carried out...
The paper announces an incremental mechanically-verified design of the algorithm of Gallager, Humble...
International audienceMore than two decades ago, combinatorial topology was shown to be useful for a...
The algorithm of Gallager, Humblet, and Spira computes the minimum spanning tree of a weighted graph...
Large-scale distributed applications are subject to frequent disruptions due to resource contention ...
This paper examines the complexity of distributed algorithms for finding a Minimum Spanning Tree in ...
A random-based distributed protocol for computing spanning trees in anonymous networks is presented....
A distributed algorithm is presented that constructs the minimum weight spanning tree in a connected...