Complex equality

Complex equality is a theory of justice outlined by Michael Walzer in his 1983 work Spheres of Justice. It is considered innovative because of its emphasis on the broader conceptualization of distribution, which covers not only tangible goods but also abstract goods such as rights.[1] The theory is distinguished from simple equality since it allows certain inequalities in social goods.[2]

Theory

The theory posits that inequalities in several spheres of society should not invade one another.[3] Walzer's definition of complex equality is: "In formal terms, complex equality means that no citizen's standing in one sphere or with regard to one social good can be undercut by his standing in some other sphere, with regard to some other good."[4] In this state of affairs, there are variety of goods and these are distributed according to the appropriate principles that are inherent in their social meanings.[5] The idea is that the resulting multiple inequalities that consistently do not favor any group serve as the equalizer.[5] A reading of Waltzer's notion is that it is culturally relative.[6] For instance, in the case of a caste society, complex equality is characterized by the integration of meanings attached to goods in all spheres, effectively subjecting prestige, wealth, office, occupation, clothing, food, and knowledge to the same hierarchy.[6]

See also

References

  1. ^ Lang, Richard (2018). Complex equality and the Court of Justice of the European Union: Reconciling Diversity and Harmonization. Leiden: BRILL. p. 22. ISBN 9789004299993.
  2. ^ Farrelly, Colin (2004). Contemporary Political Theory: A Reader. London: SAGE Publications Ltd. p. 109. ISBN 0761949070.
  3. ^ Browning 1997, p. 142.
  4. ^ Walzer 1983, p. 19.
  5. ^ a b Chatterjee, Deen (2011). Encyclopedia of Global Justice: A - I. Dordrecht: Springer Science+Business Media. p. 177. ISBN 9781402091599.
  6. ^ a b Bauer, Harry; Brighi, Elisabetta (2009). Pragmatism in International Relations. Oxon: Routledge. p. 162. ISBN 978-0203885093.

Bibliography

Further reading


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