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Dirichlet Graph Densifiers

机译:Dirichlet图致密剂

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摘要

In this paper, we propose a graph densification method based on minimizing the combinatorial Dirichlet integral for the line graph. This method allows to estimate meaningful commute distances for midsize graphs. It is fully bottom up and unsupervised, whereas anchor graphs, the most popular alternative, are top-down. Compared with anchor graphs, our method is very competitive (it is only outperformed for some choices of the parameters, namely the number of anchors). In addition, although it is not a spectral technique our method is spectrally well conditioned (spectral gap tends to be minimized). Finally, it does not rely on any pre-computation of cluster representatives.
机译:在本文中,我们提出了一种基于最小化线图组合Dirichlet积分的图致密化方法。这种方法可以为中型图估计有意义的通勤距离。它完全自下而上且不受监督,而锚图(最流行的替代方案)是自上而下的。与锚定图相比,我们的方法具有很高的竞争力(仅在某些参数选择上(即锚点的数量)胜过该方法)。另外,尽管这不是光谱技术,但我们的方法在光谱上条件良好(光谱间隙趋于最小化)。最后,它不依赖于群集代表的任何预先计算。

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