β Scribed by Brown, Bryson; Schotch, Peter K.; Jennings, Raymond Earl (eds.)
No coin nor oath required. For personal study only.
Assembling the previously scattered works of the Preservationist School, this collection contains all of the most significant works on the basic theory of the preservationist approach to paraconsistent logic.
Content: 1. Introduction to the Essays / Peter Schotch --
2. Paraconsistency: Who Needs It? / Ray Jennings and Peter Schotch --
3. Weakly Additive Algebras and a Completeness Problem / Alasdair Urquhart --
4. Dualization of Neighbourhood Structures / Dorian Nicholson --
5. Polyadic Modal Logics and Their Monadic Fragments / Kam Sing Leung and R.E. Jennings --
6. Preserving What? / Gillman Payette and Peter Schotch --
7. Preserving Logical Structure / Gillman Payette --
8. Representation of Forcing / Dorian Nicholson and Bryson Brown --
9. Forcing and Practical Inference / Peter Schotch --
10. Ambiguity Games and Preserving Ambiguity Measures / Bryson Brown.
Inconsistency (Logic);Logic.;PHILOSOPHY -- Logic.
π SIMILAR VOLUMES
<p>Assembling the previously scattered works of the Preservationist School, this collection contains all of the most significant works on the basic theory of the preservationist approach to paraconsistent logic.</p>
Paraconsistent logic is a branch of logic which concerns the logical structure of inconsistent situations. Though the subject has roots which spread back through the history of philosophy, in its modern form it is barely thirty years old. It is, therefore, still in a young and rapidly developing sta
A logic is called 'paraconsistent' if it rejects the rule called 'ex contradictione quodlibet', according to which any conclusion follows from inconsistent premises. While logicians have proposed many technically developed paraconsistent logical systems and contemporary philosophers like Graham Prie