On a Model for Concordance between Judges

Paul D. Feigin · Ayala Cohen

76 citations0/0 files storedJournal of the Royal Statistical Society Series B (Statistical Methodology)

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Reliability and Agreement in Measurement Probability and Statistical Research Game Theory and Voting Systems

Abstract

Summary When a group of judges rank a collection of objects one might be interested in two questions : (i) What is the “true” or underlying order of the objects? and (ii) How homogeneously do the judges act? In this paper we investigate the ramifications, with respect to these questions, of a model originally proposed by Mallows (1957). It is shown that the model fits well to an empirical data set.

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1957Rank Correlation Methods.1973Rank Correlation Methods 1971Rank Correlation Methods.1950Rank Correlation and Population Models

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2015Accurate algorithms for identifying the median ranking when dealing with weak and partial rankings under the Kemeny axiomatic approach 1999Bayesian estimation of Thurstonian ranking models based on the Gibbs sampler 2004Geometric Representation of Association between Categories 1997Stochastic evolution of rationality 1996A stochastic theory for the emergence and the evolution of preference relations

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