A universally abnormality-adaptive logic 2.
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Published:
31.10.2001
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Abstract
The present paper presents a logic that allows for the abnormal behaviour o f any logical constant and for the ambiguous behaviour o f any non-logical constant, but nevertheless offers an interpretation o f the premises that is as normal as possible.
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How to Cite
Batens D. A universally abnormality-adaptive logic 2. // Logicheskie Issledovaniya / Logical Investigations. 2001. VOL. 8. C. 256-265.
Issue
Section
Papers
References
D. Batens. Dynamic dialectical logics as a tool to deal with and partly eliminate unexpected inconsistencies. In J. Hintikka and F. Vandamme, editors, The Logic of Discovery and the Logic of Discourse, pages 263-271. Plenum Press, New York, 1985.
D. Batens . Dialectical dynamics within formal logics. Logique et Analyse, 114:161-173,1986.
D. Batens. Static and dynamic paraconsistent logics and their use in expert systems. CC-AI, 3:33-50, 1986.
D. Batens. Dynamic dialectical logics. In G. Priest, R. Routley, and
J. Norman, editors, Paraconsistent Logic. Essays on the Inconsistent, pages 187-217. Philosophia Verlag, Miinchen, 1989.
D. Batens. Inconsistency-adaptive logics and the foundation of nonmonotonic logics. Logique et Analyse, 145:57-94, 1994. Appeared 1996.
D. Batens. Blocks. The clue to dynamic aspects of logic. Logique et Analyse, 150-152:285-328, 1995. Appeared 1997.
D. Batens. Functioning and teachings of adaptive logics. In
J. Van Benthem, F. H. Van Eemeren, R. Grootendorst, and F. Veltman, editors, Logic and Argumentation, pages 241-254. North-Holland, Amsterdam, 1996.
D. Batens. Inconsistency-adaptive logics. In E. Orlowska, editor, Logic at Work. Esays Dedicated to the Memory of Helena Rasiowa, pages 445-472. Physica Verlag (Springer), Heidelberg, New York, 1999.
D. Batens. Zero logic adding up to classical logic. Logical Studies, 2:15, 1999. (Electronic Journal: http://www.logic.ru/LogStud/02/LS2.html).
D. Batens. Minimally abnormal models in some adaptive logics. In print.
D. Batens. A survey of inconsistency-adaptive logics. In Batens et al. [14], pages 59-83.
D. Batens. Towards the unification of inconsistency handling mechanisms.To appear.
D. Batens , J. Meheus. Tableau methods for paraconsistent extensions of positive logic and for the adaptive logics based on them. Part 2: The predicative case. To appear.
D. Batens, C. Mortensen, G. Priest, and J. P. Van Bendegem, editors. Frontiers of Paraconsistent Logic. Research Studies Press, Baldock, UK, in print.
K. De Clercq. Two new strategies for inconsistency-adaptive logics. To appear.
J. Meheus. Adaptive logic in scientific discovery: the case of Clausius. Logique et Analyse, 143-144:359-389, 1993. Appeared 1996.
J. Meheus. An extremely rich paraconsistent logic and the adaptive logic based on it. In Batens et al. [14].
J. Meheus. Inconsistencies in scientific discovery. Clausius's remarkable derivation of Carnot's theorem. In print.
G. Priest. Minimally inconsistent LP. Studia Logica, 50:321-331, 1991.
G. Vanackere. Ambiguity-adaptive logic. Logique et Analyse, 159:261280, 1997. Appeared 1999.
G. Vanackere. HL2. An inconsistency-adaptive and inconsistencyresolving logic for general statements that might have exceptions. In print.
G. Vanackere. Preferences as inconsistency-resolvers: the inconsistencyadaptive logic PRL. To appear.
D. Batens . Dialectical dynamics within formal logics. Logique et Analyse, 114:161-173,1986.
D. Batens. Static and dynamic paraconsistent logics and their use in expert systems. CC-AI, 3:33-50, 1986.
D. Batens. Dynamic dialectical logics. In G. Priest, R. Routley, and
J. Norman, editors, Paraconsistent Logic. Essays on the Inconsistent, pages 187-217. Philosophia Verlag, Miinchen, 1989.
D. Batens. Inconsistency-adaptive logics and the foundation of nonmonotonic logics. Logique et Analyse, 145:57-94, 1994. Appeared 1996.
D. Batens. Blocks. The clue to dynamic aspects of logic. Logique et Analyse, 150-152:285-328, 1995. Appeared 1997.
D. Batens. Functioning and teachings of adaptive logics. In
J. Van Benthem, F. H. Van Eemeren, R. Grootendorst, and F. Veltman, editors, Logic and Argumentation, pages 241-254. North-Holland, Amsterdam, 1996.
D. Batens. Inconsistency-adaptive logics. In E. Orlowska, editor, Logic at Work. Esays Dedicated to the Memory of Helena Rasiowa, pages 445-472. Physica Verlag (Springer), Heidelberg, New York, 1999.
D. Batens. Zero logic adding up to classical logic. Logical Studies, 2:15, 1999. (Electronic Journal: http://www.logic.ru/LogStud/02/LS2.html).
D. Batens. Minimally abnormal models in some adaptive logics. In print.
D. Batens. A survey of inconsistency-adaptive logics. In Batens et al. [14], pages 59-83.
D. Batens. Towards the unification of inconsistency handling mechanisms.To appear.
D. Batens , J. Meheus. Tableau methods for paraconsistent extensions of positive logic and for the adaptive logics based on them. Part 2: The predicative case. To appear.
D. Batens, C. Mortensen, G. Priest, and J. P. Van Bendegem, editors. Frontiers of Paraconsistent Logic. Research Studies Press, Baldock, UK, in print.
K. De Clercq. Two new strategies for inconsistency-adaptive logics. To appear.
J. Meheus. Adaptive logic in scientific discovery: the case of Clausius. Logique et Analyse, 143-144:359-389, 1993. Appeared 1996.
J. Meheus. An extremely rich paraconsistent logic and the adaptive logic based on it. In Batens et al. [14].
J. Meheus. Inconsistencies in scientific discovery. Clausius's remarkable derivation of Carnot's theorem. In print.
G. Priest. Minimally inconsistent LP. Studia Logica, 50:321-331, 1991.
G. Vanackere. Ambiguity-adaptive logic. Logique et Analyse, 159:261280, 1997. Appeared 1999.
G. Vanackere. HL2. An inconsistency-adaptive and inconsistencyresolving logic for general statements that might have exceptions. In print.
G. Vanackere. Preferences as inconsistency-resolvers: the inconsistencyadaptive logic PRL. To appear.