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Feng-temporal-coloring-MSWIM13.pdf

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Figure

Figure 1: Temporal Graphlets for t = 1,2,3, and a conflict-free tempo-ral coloring.
Figure 2: Various representations of temporal graphlets for the TGSin Fig. 1. A stacked graph is constructed by drawing directed edges inthe direction of time between successive temporal graphlets in a TGS;a smashed graph is a “collapsed” version of the st
Figure 3: dist-1 and dist-2 coloring of Erdos-Renyi Graphs G(n =100, p). For p ∈ [0.05, 0.2], G(n = 100, p) is neither fragmented, noris it a complete graph.
Figure 4: An example of when INC does worse than SNAP & SMASH:SNAP and INC will both color the first graphlet(2K2) in color se-quence (1, 2, 1, 2)
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