Stabilization of maximal metric trees

@inproceedings{Gouda1999StabilizationOM,
  title={Stabilization of maximal metric trees},
  author={Mohamed G. Gouda and Marco Schneider},
  booktitle={WSS},
  year={1999}
}
We present a formal definition of routing metrics and provide the necessary and sufficient conditions for a routing metric to be optimizable along a tree. Based upon these conditions we present a generalization of the shortest path tree which we call the “maximal metric tree”. We present a stabilizing protocol for constructing maximal metric trees. Our protocol demonstrates that the distance-vector routing paradigm may be extended to any metric that is optimizable along a tree and in a self… CONTINUE READING

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Preserving Routes during Fast Convergence

2014 IEEE 34th International Conference on Distributed Computing Systems Workshops (ICDCSW) • 2014
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