The Logic of Proportionality: Reasoning with Non-Numerical Magnitudes

Author:

Sartor Giovanni

Abstract

This paper aims at explaining the basic logical structure of proportionality assessments, under the assumption that such assessments are based on quantitative reasoning, even when no numbers are given.

Publisher

Cambridge University Press (CUP)

Subject

Law

Reference80 articles.

1. See Wojciech Zaluski, Evolutionary Theory and Legal Philosophy (2009); 5 Studies in Philosophy of Law: Law and Biology (Jerzy Stelmach, Bartosz Brożek & Marta Soniewicka eds., 2011).

2. This follows from inequalities and . Such inequalities entail that , i.e., that . Since we know that the α's utility is inferior to 0, α being disproportionate, and that the β's utility is inferior to α's, it follows that also β's utility is inferior to 0, namely, that also β is disproportionate.

3. On the idea of fit, see Ronald Dworkin, Law's Empire 225-75 (1986). On the connection between value-based reasoning and the interpretation of rules or the determination of their priorities, see Trevor Bench-Capon & Giovanni Sartor, A Model of Legal Reasoning with Cases Incorporating Theories and Values, 150 Artificial Intelligence 97 (2003)

4. Henry Prakken, An Exercise in Formalising Teleological Case-Based Reasoning, 10 Artificial Intelligence & L. 113 (2000).

5. On the need to complement proportionality with deontological considerations, see Mattias Kumm, Political Liberalism and the Structure of Rights: On the Place and Limits of the Proportionality Requirement, in Law, Rights and Discourse: The Legal Philosophy of Robert Alexy 131 (George Pavlakos, ed., 2007). Such deontological worries, however, can be addressed, I would argue, by applying proportionality analysis at a higher level, namely, at the level of the justification of adopting an action-rule.

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