The paper presents a straightforward extension of the Bradley–Terry–Luce model (BTL model) that can be derived from the logistic threshold model of psychophysics which assumes that psychometric functions are logistic probability functions. It is shown that (under weak side conditions) the logistic ...
Given partially observed pairwise comparison data generated by the Bradley-Terry-Luce (BTL) model, we study the problem of top-k ranking. That is, to optim... P Chen,C Gao,AY Zhang - 《Annals of Statistics An Official Journal of the Institute of Mathematical Statistics》 被引量: 0发表:...
Tversky (1972) has proposed a family of models for paired-comparison data that generalize the Bradley-Terry-Luce (BTL) model and can, therefore, apply to a... F Wickelmaier,C Schmid - 《Behav Res Methods Instrum Comput》 被引量: 157发表: 2004年 Corrigendum: Modelling the effect of subje...
y-Terry-Luce models Boosting ordinal Bradley-Terry-Luce modelsBoosting ordinal Bradley-Terry-Luce modelsGiuseppe Casalicchio
The paper presents different representation theorems for the Bradley — Terry — Luce (BTL) models of Beaver and Gokhale and of Davidson and Beaver. In particular, algorithms that can be used in constructing BTL scales are provided. The uniqueness theorems show that the Davidson — Beaver model ...
摘要: Arguments formula A model formula for the Bradley-Terry "ability" parameters. Response variable should be a data frame containing contest results: columns include factors named" winner"(by default column 1) and" loser"(by default column 2), and possibly also" Freq", a年份: 2005 ...