Add to ORKGThis paper analyzes some ranking methods in two-sided settings through their axiomatization. In these settings, there are two sets (the sides) and each member of one side evaluates each member of the other side. Such settings with mutual evaluations abound, for instance between buyers and sellers, students and teachers, or individuals and clubs
In this paper we present an axiomatic analysis of several ranking methods for tournaments. We find t...
The paper reviews some additive and multiplicative properties of ranking procedures used for genera...
The problem of ranking different candidates or alternatives according to the preferences of differen...
This paper analyzes some ranking methods in two-sided settings through their axiomatization. In thes...
This paper analyzes some ranking methods in two-sided settings through their axiomatization. In thes...
This paper analyzes some ranking methods in two-sided settings through their axiomatization. In thes...
This paper analyzes some ranking methods in two-sided settings through their axiomatization. In thes...
International audienceThis paper analyzes some ranking methods in two-sided settings through their a...
International audienceThis paper analyzes some ranking methods in two-sided settings through their a...
International audienceThis paper analyzes some ranking methods in two-sided settings through their a...
International audienceThis paper analyzes some ranking methods in two-sided settings through their a...
International audienceThis paper analyzes some ranking methods in two-sided settings through their a...
International audienceThis paper analyzes some ranking methods in two-sided settings through their a...
This paper analyzes some ranking methods in two-sided settings through their axiomatization. In thes...
In this paper we present an axiomatic analysis of several ranking methods for general tournaments. W...
In this paper we present an axiomatic analysis of several ranking methods for tournaments. We find t...
The paper reviews some additive and multiplicative properties of ranking procedures used for genera...
The problem of ranking different candidates or alternatives according to the preferences of differen...
This paper analyzes some ranking methods in two-sided settings through their axiomatization. In thes...
This paper analyzes some ranking methods in two-sided settings through their axiomatization. In thes...
This paper analyzes some ranking methods in two-sided settings through their axiomatization. In thes...
This paper analyzes some ranking methods in two-sided settings through their axiomatization. In thes...
International audienceThis paper analyzes some ranking methods in two-sided settings through their a...
International audienceThis paper analyzes some ranking methods in two-sided settings through their a...
International audienceThis paper analyzes some ranking methods in two-sided settings through their a...
International audienceThis paper analyzes some ranking methods in two-sided settings through their a...
International audienceThis paper analyzes some ranking methods in two-sided settings through their a...
International audienceThis paper analyzes some ranking methods in two-sided settings through their a...
This paper analyzes some ranking methods in two-sided settings through their axiomatization. In thes...
In this paper we present an axiomatic analysis of several ranking methods for general tournaments. W...
In this paper we present an axiomatic analysis of several ranking methods for tournaments. We find t...
The paper reviews some additive and multiplicative properties of ranking procedures used for genera...
The problem of ranking different candidates or alternatives according to the preferences of differen...