The Mathematical Relationship Between Even and Odd Homogeneous groups
Speaker
Dr. Michael Mann
Date
13/06/2022 - 12:30 - 11:15Add To Calendar
2022-06-13 11:15:00
2022-06-13 12:30:00
The Mathematical Relationship Between Even and Odd Homogeneous groups
This lecture regards the classical version of Condorcet Jury Theorem (CJT), which refers to a setting in which a homogeneous group of agents facing a dichotomous choice. In this lecture I will deal with several theorems which I have proven that yield a contribution both to the simplest version of CJT and to its extension for a committee consisting of an even number of homogeneous agents. The significant novelty presented in this lecture is the equivalence which is also graphically demonstrated by the fact that that P???(?) is horizontal transformation of ????(?). These results illustrate the close mathematical relationship between even and odd committees.
Link to Zoom Meeting:
https://us02web.zoom.us/j/8073532493
Bar-Ilan University
אוניברסיטת בר-אילן - Department of Economics
Economics.Dept@mail.biu.ac.il
Asia/Jerusalem
public
Place
Bar-Ilan University
Affiliation
.
Abstract
This lecture regards the classical version of Condorcet Jury Theorem (CJT), which refers to a setting in which a homogeneous group of agents facing a dichotomous choice. In this lecture I will deal with several theorems which I have proven that yield a contribution both to the simplest version of CJT and to its extension for a committee consisting of an even number of homogeneous agents. The significant novelty presented in this lecture is the equivalence which is also graphically demonstrated by the fact that that P???(?) is horizontal transformation of ????(?). These results illustrate the close mathematical relationship between even and odd committees.
Link to Zoom Meeting:
Last Updated Date : 09/06/2022
