The "real" approximation factor of the MST heuristic for the minimum energy broadcasting

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Abstract

The paper deals with one of the most studied problems during the last years in the field of wireless communications in Ad-Hoc networks. The problem consists in reducing the total energy consumption of wireless radio stations randomly spread on a given area of interest to perform the basic pattern of communication given by the Broadcast. Recently an almost tight 6.33-approximation of the Minimum Spanning Tree heuristic has been proved [8]. While such a bound is theoretically close to optimum compared to the known lower bound of 6 [10], there is an evident gap with practical experimental results. By extensive experiments, proposing a new technique to generate input instances and supported by theoretical results, we show how the approximation ratio can be actually considered close to 4 for a "real world" set of instances, that is, instances with a number of nodes more representative of practical purposes. © Springer-Verlag Berlin Heidelberg 2005.

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Flammini, M., Navarra, A., & Perennes, S. (2005). The “real” approximation factor of the MST heuristic for the minimum energy broadcasting. In Lecture Notes in Computer Science (Vol. 3503, pp. 22–31). Springer Verlag. https://doi.org/10.1007/11427186_4

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