Output details
11 - Computer Science and Informatics
University of Warwick
Estimating the weight of metric minimum spanning trees in sublinear time
<12> Published in one of the top two journals in the field, this paper presents the first (1+epsilon)-approximation sublinear-time algorithm for the classical optimisation problem of estimating the cost of a minimum-spanning tree in metric graphs. Preliminary results on this topic appeared at STOC; this paper is a major extension of that work. This result and the associated techniques have been cited as a major development in sublinear algorithms (Chazelle, Princeton; Indyk, MIT; Onak, IBM; Rubinfeld, MIT; Shapira, Tel-Aviv). This research formed the foundation for the Advances in Sublinear Algorithms project (EPSRC EP/G064679/1, 2009-2013), ranked 1 by the evaluation panel.