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Paraconsistent mathematics

Paraconsistent mathematics (sometimes called inconsistent mathematics ) represents an attempt to develop the classical infrastructure of mathematics (e.g. theory of analysis) based on a foundation of paraconsistent logic instead of classical logic. A number of interesting reformulations of analysis can be developed, for example functions which both do and do not have a given value simultaneously.

See: paraconsistent analysis.

Reference

The main book on this topic is:

  • Inconsistent Mathematics, by Chris Mortensen, Dordrecht, Kluwer Academic Publishers, 1995 Kluwer Mathematics and Its Applications Series, Vol 312 ISBN 0-7923-3186-9

External links

  • Entry in the Stanford Encyclopedia of Philosophy [1]
  • Lecture by Manuel Bremer of the University of Düsseldorf [2]
Science Fair Project Encyclopedia Contents Page
03-10-2013 05:06:04
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