In this paper we present an axiomatic analysis of several ranking methods for general tournaments. We find that the ranking method obtained by applying maximum likelihood to the (Zermelo-)Bradley-Terry model, the most common method in statistics and psychology, is one of the ranking methods that perform best with respect to the set of properties under consideration. A less known ranking method, generalised row sum, performs well too. We also study, among others, the fair bets ranking method, widely studied in social choice, and the least squares method
In this paper, we introduce a new ranking system where the data are preferences resulting from paire...
AbstractWe present methods for ranking players in whist tournaments and consider desirable propertie...
In this paper, we provide a simple forward-looking approach to compare rating methods with respect t...
In this paper we present an axiomatic analysis of several ranking methods for tournaments. We find t...
In this paper we bring a novel approach to the theory of tournament rankings. We combine two differe...
The paper reviews some axioms of additivity concerning ranking methods used for generalized tourname...
The paper reviews some axioms of additivity concerning ranking methods used for generalized tourname...
Ranking a vector of alternatives on the basis of a series of paired compar- isons is a relevant topi...
The paper reviews some additive and multiplicative properties of ranking procedures used for genera...
Ranking a vector of alternatives on the basis of a series of paired compar- isons is a relevant topi...
Ranking a vector of alternatives on the basis of a series of paired compar- isons is a relevant topi...
Ranking a vector of alternatives on the basis of a series of paired compar- isons is a relevant topi...
Ranking a vector of alternatives on the basis of a series of paired compar- isons is a relevant topi...
Ranking a set of candidates or items from pair-wise comparisons is a fundamental problem that arises...
We examined the performance of the Bradley-Terry Model as a ranking tool for players and teams. We s...
In this paper, we introduce a new ranking system where the data are preferences resulting from paire...
AbstractWe present methods for ranking players in whist tournaments and consider desirable propertie...
In this paper, we provide a simple forward-looking approach to compare rating methods with respect t...
In this paper we present an axiomatic analysis of several ranking methods for tournaments. We find t...
In this paper we bring a novel approach to the theory of tournament rankings. We combine two differe...
The paper reviews some axioms of additivity concerning ranking methods used for generalized tourname...
The paper reviews some axioms of additivity concerning ranking methods used for generalized tourname...
Ranking a vector of alternatives on the basis of a series of paired compar- isons is a relevant topi...
The paper reviews some additive and multiplicative properties of ranking procedures used for genera...
Ranking a vector of alternatives on the basis of a series of paired compar- isons is a relevant topi...
Ranking a vector of alternatives on the basis of a series of paired compar- isons is a relevant topi...
Ranking a vector of alternatives on the basis of a series of paired compar- isons is a relevant topi...
Ranking a vector of alternatives on the basis of a series of paired compar- isons is a relevant topi...
Ranking a set of candidates or items from pair-wise comparisons is a fundamental problem that arises...
We examined the performance of the Bradley-Terry Model as a ranking tool for players and teams. We s...
In this paper, we introduce a new ranking system where the data are preferences resulting from paire...
AbstractWe present methods for ranking players in whist tournaments and consider desirable propertie...
In this paper, we provide a simple forward-looking approach to compare rating methods with respect t...