z-logo
Premium
Why Reflective Equilibrium? III: Reflective Equilibrium as a Heuristic Tool
Author(s) -
Eng Svein
Publication year - 2014
Publication title -
ratio juris
Language(s) - English
Resource type - Journals
SCImago Journal Rank - 0.344
H-Index - 10
eISSN - 1467-9337
pISSN - 0952-1917
DOI - 10.1111/raju.12052
Subject(s) - reflective equilibrium , reflexivity , epistemology , metaphysics , transcendental number , economic justice , perspective (graphical) , parallels , sociology , philosophy , heuristic , arrow , mathematical economics , computer science , economics , microeconomics , social science , operations management , artificial intelligence , programming language
In A Theory of Justice (1971), J ohn R awls introduces the concept of “reflective equilibrium.” Although there are innumerable references to and discussions of this concept in the literature, there is, to the present author's knowledge, no discussion of the most important question: Why reflective equilibrium? In particular, the question arises: Is the method of reflective equilibrium applicable to the choice of this method itself ? R awls's drawing of parallels between K ant's moral theory and his own suggests that his concept of “reflective equilibrium” is on a par with K ant's concept of “transcendental deduction.” Treating these two approaches to justification as paradigmatic, I consider their respective merits in meeting the reflexive challenge, i.e., in offering a justification for choice of mode of justification. In the first part of this enquiry ( E ng 2014a), I raised the issue of the reflexivity of justification and questioned whether the reflexive challenge can be met within the framework of A Theory of Justice . In the second part ( E ng 2014b), I outlined a K antian approach that represents a paradigmatic alternative to R awls. In this third and final part, I shall argue that R awls's reflective equilibrium cannot justify the choice of itself and that in the broader perspective thus necessitated, we cannot escape the metaphysical issues integral to the K antian approach.

This content is not available in your region!

Continue researching here.

Having issues? You can contact us here