Nalazite se na CroRIS probnoj okolini. Ovdje evidentirani podaci neće biti pohranjeni u Informacijskom sustavu znanosti RH. Ako je ovo greška, CroRIS produkcijskoj okolini moguće je pristupi putem poveznice www.croris.hr
izvor podataka: crosbi !

On p-Disapproval voting characterization (CROSBI ID 723821)

Prilog sa skupa u zborniku | sažetak izlaganja sa skupa | međunarodna recenzija

Hatzivelkos, Aleksandar On p-Disapproval voting characterization // Logic and Applications 2022 Book of Abstracts / Šikić, Zvonimir ; Scedrov, Andre ; Ghilezan, Silvia et al. (ur.). Dubrovnik: Inter University Center Dubrovnik, 2022. str. 62-63

Podaci o odgovornosti

Hatzivelkos, Aleksandar

engleski

On p-Disapproval voting characterization

Voting procedure p-Disapproval voting is a generalization of standard Diss&Approval voting system (as presented by Alcantu and Laruell), build upon the grading which utilizes a parameter value p. As previously shown (see Hatzivelkos and Maretić, 2021), such generalization enables the fulfillment of the strong version of the Compromise axiom, as presented in (Hatzivelkos 2021). In this paper we are exploring the possibilities of axiomatic characterization of the p-Disapproval voting, following the method presented by Gonzalez, Laruelle and Solal (2019). With this in mind, we show that p-Disapproval vote satisfies standard Anonymity and Neutrality Axioms. Following the work of Gonzalez et al. we define the Independence of unconcerned voters and Independence of Pareto dominated candidates axioms and show that p-Disapproval vote satisfies both of them. As a result, p-Disapproval vote belongs to the class of voting functions described by Gonzales et. al. Furthermore, we introduce the notion of voting rule characterization dilemma, and explore the possibilities of construction a characterization dilemma for p-Disapproval vote.

Approval voting ; Disapproval voting ; characterization ; dilemma

nije evidentirano

nije evidentirano

nije evidentirano

nije evidentirano

nije evidentirano

nije evidentirano

Podaci o prilogu

62-63.

2022.

objavljeno

Podaci o matičnoj publikaciji

Logic and Applications 2022 Book of Abstracts

Šikić, Zvonimir ; Scedrov, Andre ; Ghilezan, Silvia ; Ognjanović, Zoran ; Studer, Thomas

Dubrovnik: Inter University Center Dubrovnik

Podaci o skupu

Logic and Applications 2022

predavanje

26.09.2022-29.09.2022

Dubrovnik, Hrvatska

Povezanost rada

Informacijske i komunikacijske znanosti, Matematika