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Springer Mathematical Theory of Democracy - Springer Studies Choice Welfare

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Description

Mathematical Theory of Democracy examines how representative systems select decision-makers on behalf of society. The book operationalises representativeness through two key indices: the index of popularity, which measures the average percentage of the population whose opinions are represented across multiple issues, and the index of universality, which tracks how frequently majority opinions are represented in decision-making. These analytical tools are applied to evaluate single representatives such as presidents and representative bodies including parliaments, magistrates, cabinets, and juries. This comprehensive Springer publication from the Studies in Choice and Welfare series provides rigorous mathematical frameworks for understanding democratic representation and institutional performance in both individual and collective decision-making contexts.

Key Features

Mathematical Theory of Democracy introduces the index of popularity as a metric for measuring representativeness across multiple policy issues and population segments.

The index of universality component tracks how often majority opinions are successfully represented within democratic institutions and decision-making processes.

Springer's Studies in Choice and Welfare series positions this work within established academic literature on social choice theory and welfare economics.

The book applies its mathematical indices to evaluate single representatives like presidents and collective bodies such as parliaments and cabinets.

Comprehensive framework for analysing jury performance, magistrate decisions, and other representative institutions using quantitative democratic theory.

Product Specifications

Format
paperback
Domain
Amazon UK
Release Date
20 August 2015
Listed Since
20 August 2015

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