, Volume 190, Issue 15, pp 3175–3184 | Cite as

Inconsistency in natural languages



An argument for Trivialism, the view that natural languages are logically inconsistent, is provided that does not rely on contentious empirical assumptions about natural language terms such as “and” or “or.” Further, the view is defended against an important objection recently mounted against it by Thomas Hofweber.


Trivialism Inconsistency Regimentation Curry’s paradox 


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  1. Armour-Garb B. (2007) Consistent inconsistency theories. Inquiry 50(6): 639–654CrossRefGoogle Scholar
  2. Azzouni J. (2003) The strengthened liar, the expressive strength of natural languages, and regimentation. The Philosophical Forum 334(3–4): 329–350CrossRefGoogle Scholar
  3. Azzouni J. (2006) Tracking reason: Proof, consequence, and truth. Oxford University Press, OxfordCrossRefGoogle Scholar
  4. Azzouni J. (2007) The inconsistency of natural languages: How we live with it. Inquiry 50(6): 590–605CrossRefGoogle Scholar
  5. Azzouni J. (2008) Alternative logics and the role of truth in the interpretation of languages. In: Patterson D. (ed.) New essays on Tarski and philosophy. Oxford University Press, Oxford, pp 390–429CrossRefGoogle Scholar
  6. Azzouni J. (2009) Evading truth commitments: The problem reanalyzed. Logique and Analyse 205: 139–176Google Scholar
  7. Bueno O. (2007) Troubles with trivialism. Inquiry 50(6): 655–667CrossRefGoogle Scholar
  8. Curry H. (1942) The inconsistency of certain formal logics. Journal of Symbolic Logic 7: 115–117CrossRefGoogle Scholar
  9. Harris J. H. (1982) What’s so logical about the ‘logical’ axioms?. Studia Logica 41: 159–171CrossRefGoogle Scholar
  10. Hofweber, T. (2010). Inferential role and the ideal of deductive logic. In J. Šķilters (Ed.) The baltic international yearbook of cognition, logic and communication, Vol 5: Meaning understanding and knowledge. doi:10.4148/biyclec.v5i0.283.
  11. Meyer R., Routley R., Dunn J. M. (1979) Curry’s paradox. Analysis 39: 124–128CrossRefGoogle Scholar
  12. Patterson D. (2007) Guest editor’s introduction. Inquiry 50(6): 552–558CrossRefGoogle Scholar
  13. Priest G. (1987) In contradiction. Martinus Nijhoff Publishers, DordrechtCrossRefGoogle Scholar
  14. Reed S. (2001) Self reference and validity revisited. In: Yrönsuuri M. (ed.) Medieval formal logic: Obligations insolubles and consequences. Kluwer Academic Publishers, Dordrecht, pp 183–196CrossRefGoogle Scholar

Copyright information

© Springer Science+Business Media B.V. 2012

Authors and Affiliations

  1. 1.Tufts UniversityBostonUSA

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