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Consortium for Mathematics and its Applications

Product ID: Articles
Supplementary Print
Undergraduate
High School

Sports Ranking and Twitter

Author: Tim Chartier, Amy Langville and J. Lake Trask


The quickest way to spread information on a social network would be for someone of great "importance" to broadcast it. Which users are "important"? We attempt to address this question for Twitter. We view Twitter as a directed graph, with a directed edge from A to B if A "follows" B. Twitter is not used in the same way as the full Internet, so the "random surfer" model for the PageRank algorithm may not be the best model for Twitter. We adapt sports ranking methods to Twitter and present numerical results to show the inherent difference between PageRank and the proposed ranking algorithm.

©2013 by COMAP, Inc.
The UMAP Journal 34.1
14 pages

Mathematics Topics:

Number Theory, Probability, Statistics

Application Areas:

Mathematics and Sports , Dynamics of Networks , Data Mining

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