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. 2010 Jun 16;5(6):e10937. doi: 10.1371/journal.pone.0010937

Figure 2. Validity of the flow centrality metric.

Figure 2

We define team performance Inline graphic as the mean normalized log flow centrality of the Inline graphic top players in a team. (A) Cumulative distribution of Inline graphic for matches where the team with highest performance wins, loses, or “not wins”. Clearly, the mean Inline graphic is much larger for games in which team with the highest performance wins. We use Monte Carlo methods with boostrapping to determine the significance of the differences in means for the different match outcomes. The red lines indicate the observed difference in Inline graphic whereas the blue curves are the distribution of measured differences for the null hypothesis. (B) We find that there is no statistically significant difference in Inline graphic when comparing “Loss” versus “Not Win” outcomes. In contrast, we find highly significant differences when comparing (C) “Win” versus “Loss” or (D) “Win” versus “Not Win”.