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Toward Modelling a Global Social Contract: Jean-Jacques Rousseau and John Locke

Published online by Cambridge University Press:  12 August 2016

TAKASHI INOGUCHI
Affiliation:
University of Niigata Prefecture inoguchi@ioc.u-tokyo.ac.jp
LIEN THI QUYNH LE
Affiliation:
University of Hue ltqlien@hce.edu.vn
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Abstract

The paper attempts to construct a global model of a social contract using well-known metaphors of two great philosophers: Jean-Jacques Rousseau and John Locke. By modelling a global social contract, I mean the formulation of a social contract using two sets of data: one is global citizens' preferences about values and norms while the other is sovereign states' participation in multilateral treaties. Both Rousseau and Locke formulate their versions of social contract theories in the national context of eighteenth-century Europe. This paper tries my hands on extending their theories to the global context. This paper attempts to link empirically the relationship between global citizens' preferences as gauged by the World Values Survey and sovereign states' participation in 120 multilateral treaties deposited to the United Nations. To see the link between citizens and treaties (quasi-legislative outcomes, sort of), dimensional similarities of the cosmos of citizens' preference and the cosmos of sovereign states' willingness to join multilateral treaties are examined. Once done, all the sovereign states are located in each of the two cosmoses, citizens and states, and the correlation coefficients between them are measured. Based on these empirical results, the nature of the global quasi-legislative process is clarified. Conclusions and implications are drawn.

Information

Type
Research Article
Copyright
Copyright © Cambridge University Press 2016 
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Table 1. Six variables of the factor analysis on multilateral treaties data

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Table 2. Factor analysis using principal component analysis with varimax rotation and Kaiser normalization: sovereign states' participation in multilateral treaties

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Table 3. CMW factor-analysed data and LMW factor-analysed data, listed with their abbreviated forms

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Table 4. Correlation coefficients between the CMW and the LMW

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Table 5. Correlation coefficients calculated without estimations of the missing data

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Figure 1a. Ten groups of countries located onto dimensions (Ag-Ca×Pr-Em) with partially estimated data

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Figure 1b. Ten groups of countries located onto dimensions (Ag-Ca×Pr-Em) without estimated data

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Figure 2a. Ten groups of countries located onto dimensions (Gc-Icr × Pr-Em) with partially estimated data

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Figure 2b. Ten groups of countries located onto dimensions (Gc-Icr × Pr-Em) without estimated data

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Figure 3a. Ten groups of countries located onto dimensions (Ag-Mb × Pr-Em) with partially estimated data

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Figure 3b. Ten groups of countries located onto dimensions (Ag-Mb × Pr-Em) without estimated data

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Figure 4a. Ten groups of countries located onto dimensions (Ag-Ca × Sa-Se) with partially estimated data

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Figure 4b. Ten groups of countries located onto dimensions (Ag-Ca × Sa-Se) without estimated data

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Figure 5a. Ten groups of countries located onto dimensions (Gc-Icr × Sa-Se) with partially estimated data

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Figure 5b. Ten groups of countries located onto dimensions (Gc-Icr × Sa-Se) with partially estimated data

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Figure 6a. Ten groups of countries located onto dimensions (Ab-Mb × Sa-Se) with partially estimated data

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Figure 6b. Ten groups of countries located onto dimensions (Ab-Mb × Sa-Se) without estimated data

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Appendix 1:Appendix 1: Six Attributes of Selective Multilateral Treaties (The earliest and latest ones in each of the Six Policy Domains)

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Appendix 1:

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Appendix 1:

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Appendix 2: The Welzel Category (2013) and the modified Welzel Category or the extended Inoguchi/Le Category (2016)