Topic: PARACONSISTENCY
Here is a new website for paraconsistency:
The home page for the philosophy of paraconsistency
Aim of this site
This site results, among others, from discussions between Jean-Yves Beziau and Alessio Moretti, about the philosophical relevance of paraconsistent logic. It's aim is to offer a frame to all searchers interested in exploring the philosophical implications of the many logical systems and approaches going under the general banner "paraconsistency". The analysis is, more or less, the following :1) paraconsistent logic is by now a quite well established branch of mathematics, exploring mainly the properties of logical "negation". One has to note that the many technical results about paraconsistency are still quite unknown to the non-paraconsistent working mathematician, not to speak about the philosopher not used to mathematical formalisms.
2) Although paraconsistency was, at his beginning, motivated by deep philosophical reasons, it seems, by some kind of paradox, that now that the technical machinery has reached a satisfactory level of maturity, the philosophical interpretations of this new logical landscape are very few and still seem to lack of philosophical depth, at least in the sense of not (yet) reaching the scope of possible applications.
3) This unsatisfactory situation of the philosophical side of the enterprise is not due to some intrinsic reason of the subject, say "paraconsistency is not philosophically interesting". On the contrary, paraconsistency is highly interesting, probably crucial, to the philosopher (i.e. to all kinds of philosophers), and the relative poverty of the reflection thereupon is more a matter of coordination of the researchers and of accessibility, for the professional philosopher, of the technical discoveries, these being most of the time rather unintelligible to that respectable majority of philosophers not that much used to mathematical sophistication.
4) Which gives us the policy to follow for our present project : <...>
Link
Posted by Tony Marmo
at 01:01 BST
Updated: Monday, 30 August 2004 02:02 BST