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Mathematical Theory of Democracy / by Andranik Tangian
(Studies in Choice and Welfare. ISSN:21978530)

Publisher (Berlin, Heidelberg : Springer Berlin Heidelberg : Imprint: Springer)
Year 2014
Edition 1st ed. 2014.
Authors *Tangian, Andranik author
SpringerLink (Online service)

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OB00163841 Springer Business and Economics eBooks (電子ブック) 9783642387241

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Material Type E-Book
Media type 機械可読データファイル
Size XX, 615 p : online resource
Notes History: Athenian Democracy -- Echoes of Democracy in Ancient Rome -- Revival of Democracy in Italian Mediaval City-Republics -- Enlightenment and the End of Traditional Democracy -- Modernity and Schism in Understanding Democracy -- Theory: Direct Democracy -- Dictatorship and Democracy -- Representative Democracy -- Statistically Testing the Representative Capacity -- Concluding Discussion: Bridging Representative and Direct Democracies -- Applications: Simple Applications -- Application to Collective Multicriteria Decisions -- Application to Stock Exchange Predictions -- Application to Traffic Control -- Appendix: Computational Formulas -- Probabilities of Unequal Choices by Vote and by Candidate Scores -- Statistical Significance of Representative Capacity
The mathematical theory of democracy deals with selection of representatives who make decisions on behalf of the whole society. In this book, the notion of representativeness is operationalized with the index of popularity (the average percentage of the population whose opinion is represented on a number of issues) and the index of universality (the frequency of cases when the opinion of a majority is represented). These indices are applied to evaluate and study the properties of single representatives (e.g. president) and representative bodies (e.g. parliament, magistrate, cabinet, jury, coalition). To bridge representative and direct democracy, an election method is proposed that is based not on voting but on indexing candidates with respect to the electorate’s political profile. In addition, societal and non-societal applications are considered
HTTP:URL=https://doi.org/10.1007/978-3-642-38724-1
Subjects LCSH:Econometrics
LCSH:Political science
LCSH:Game theory
LCSH:Finance, Public
FREE:Quantitative Economics
FREE:Political Science
FREE:Game Theory
FREE:Public Economics
Classification LCC:HB139-141
DC23:330.9
ID 8000009937
ISBN 9783642387241

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