Bradley–Terry model
The Bradley–Terry model is a probability model that can predict the outcome of a comparison. Given a pair of individuals i and j drawn from some population, it estimates the probability that the pairwise comparison i > j turns out true, as where pi is a positive real-valued score assigned to individual i. The comparison i > j can be read as "i is preferred to j", "i ranks higher than j", or "i beats j", depending on the application. For example, pi may represent the skill of a team in a sports tournament, estimated from the number of times i has won a match.
Wikipage redirect
primaryTopic
Bradley–Terry model
The Bradley–Terry model is a probability model that can predict the outcome of a comparison. Given a pair of individuals i and j drawn from some population, it estimates the probability that the pairwise comparison i > j turns out true, as where pi is a positive real-valued score assigned to individual i. The comparison i > j can be read as "i is preferred to j", "i ranks higher than j", or "i beats j", depending on the application. For example, pi may represent the skill of a team in a sports tournament, estimated from the number of times i has won a match.
has abstract
The Bradley–Terry model is a p ...... used to derive a full ranking.
@en
Wikipage page ID
44,439,173
Wikipage revision ID
743,074,608
comment
The Bradley–Terry model is a p ...... er of times i has won a match.
@en
label
Bradley–Terry model
@en