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Bradley–Terry model

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The Bradley–Terry model is a probability model for the outcome of pairwise comparisons between items, teams, or objects. Given a pair of items i and j drawn from some population, it estimates the probability that the pairwise comparison i > j turns out true, as

Bradley–Terry model - Wikipedia Jump to content From Wikipedia, the free encyclopedia Statistical model for pairwise comparisons The Bradley–Terry model is a probability model for the outcome of pairwise comparisons between items, teams, or objects. Given a pair of items i and j drawn from some population , it estimates the probability that the pairwise comparison ''j''"}},"i":0}}]}'> i > j turns out true, as \\Pr(i > j) = \\frac{p_i}{p_i + p_j},</math>"},"3":{"wt":"{{EquationRef|1}}"}},"i":0}}]}'> j) = \\frac{p_i}{p_i + p_j},"}}'> j)={\frac {p_{i}}{p_{i}+p_{j}}},}"> Pr ( i > j ) = p i p i + p

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