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COERCION, OWNERSHIP, AND THE REDISTRIBUTIVE STATE: JUSTIFICATORY LIBERALISM'S CLASSICAL TILT

Published online by Cambridge University Press:  04 January 2010

Gerald Gaus
Affiliation:
Philosophy, University of Arizona
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Abstract

Justificatory liberalism is liberal in an abstract and foundational sense: it respects each as free and equal, and so insists that coercive laws must be justified to all members of the public. In this essay I consider how this fundamental liberal principle relates to disputes within the liberal tradition on “the extent of the state.” It is widely thought today that this core liberal principle of respect requires that the state regulates the distribution of resources or well-being to conform to principles of fairness, that all citizens be assured of employment and health care, that no one be burdened by mere brute bad luck, and that citizens' economic activities must be regulated to insure that they do not endanger the “fair value” of rights to determine political outcomes. I argue in this essay: (1) a large family of liberal views are consistent with the justificatory liberals project, from classical to egalitarian formulations (but not socialist ones); (2) overall, the justificatory project tilts in the direction of classical formulations.

Information

Type
Research Article
Copyright
Copyright © Social Philosophy and Policy Foundation 2010
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Table 1. Orderings distinguishing eligible from ineligible proposals

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Figure 1. The general relation between economic freedom and protection of civil rights

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Table 2. Economic freedom in thirty-six states that best protect civil rights

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Figure 2. The general relation between economic freedom and protection of political rights

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Table 3. Civil rights scores and economic freedom in remaining socialist states

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Table 4. The relation between income inequality and effective political rights in selected OECD countries

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Table 5. The relation between wealth inequality and effective political rights in selected OECD countries

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Figure 3. Two utility functions, each split into two parts (α and β)

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Figure 4. Two utility functions, disagreeing about the nature of coercion

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Figure 5. Overall utility functions

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Figure 6. An anti–small state utility function