Applying theory of Markov Chains to the problem of sports ranking.
Applying theory of Markov Chains to the problem of sports ranking.
Applying theory of Markov Chains to the problem of sports ranking.
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<strong>Applying</strong> <strong><strong>the</strong>ory</strong> <strong>of</strong> <strong>Markov</strong> <strong>Chains</strong> <strong>to</strong> <strong>the</strong> <strong>problem</strong> <strong>of</strong> <strong>sports</strong> <strong>ranking</strong>.Google’s <strong>ranking</strong> algorithm.PageRank <strong>problem</strong> statement.◮ Basic Idea: r(P ) =∑Q∈B Pr(Q)deg − (Q)◮ Problem restated:◮ π - vec<strong>to</strong>r containing <strong>the</strong> rank scores.◮ π(0) - initial rank vec<strong>to</strong>r
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