We consider here simple models for opinion changes among a population, which is assumed of fixed size. People are subdivided into two groups, each sharing common ideas. In the first model these two parties interact, by subtracting persons, i.e. ``votes'', to the opposite party. In more refined models, we introduce also the class of ``undecided'' individuals, which may be attracted by the recruiting efforts of either party. We investigate whether and under which conditions the commonly held opinion of ``alternance'' in government is possible.

Does democracy really work?

VENTURINO, Ezio
2007-01-01

Abstract

We consider here simple models for opinion changes among a population, which is assumed of fixed size. People are subdivided into two groups, each sharing common ideas. In the first model these two parties interact, by subtracting persons, i.e. ``votes'', to the opposite party. In more refined models, we introduce also the class of ``undecided'' individuals, which may be attracted by the recruiting efforts of either party. We investigate whether and under which conditions the commonly held opinion of ``alternance'' in government is possible.
2007
Dynamical Systems; Social Choice; Decision Theory; Mathematical Sociology; Mathematical Treatment of Social and Behavioral Sciences; Group Preferences; Voting Theory.
E. Venturino
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Utilizza questo identificativo per citare o creare un link a questo documento: https://hdl.handle.net/2318/47956
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