Essai sur la généralisation naturelle de la logique usuelleDUBARLE, S.Mathématiques et sciences humaines. 1989, Num 107, pp 17-73, issn 0025-5815Article

Actions as EventsMING XU.Journal of philosophical logic. 2012, Vol 41, Num 4, pp 765-809, issn 0022-3611, 45 p.Article

A Complete Deductive-System for Since-Until Branching-Time LogicZANARDO, A.Journal of philosophical logic. 1991, Vol 20, Num 2, pp 131-148, issn 0022-3611Article

New perspectives in dialogical logicRüCKERT, Helge; RAHMAN, Shahid.Synthese (Dordrecht). 2001, Vol 127, Num 1-2, issn 0039-7857, 264 p.Serial Issue

Meinong's contribution to the development of non-classical logicSIMONS, P. M.Conceptus. 1994, Vol 28, Num 71, pp 187-202, issn 0010-5155Article

What is an Inference Rule?FAGIN, R; HALPERN, J. Y; VARDI, M. Y et al.The Journal of symbolic logic. 1992, Vol 57, Num 3, pp 1018-1045, issn 0022-4812Article

Paraconsistent logics and translations = Les logiques paraconsistantes et leurs traductionsLOFFREDO D'OTTAVIANO, Itala M; DE A. FEITOSA, Hercules.Synthese (Dordrecht). 2000, Vol 125, Num 1-2, pp 77-95, issn 0039-7857Article

Generalised sequent calculus for propositional modal logicsINDRZEJCZAK, Andrzej.Logica trianguli. 1997, Num 1, pp 15-31, issn 1293-1934, 17 p.Article

Modal logic: A-completeness met up againBAILHACHE, Patrice.Logica trianguli. 1997, Num 1, pp 3-14, issn 1293-1934, 12 p.Article

La teoría pragmática de la vaguedad. Problemas y perspectivas = The pragmatic theory of vagueness. Problems and perspectivesROMERALES, Enrique.Theoria (Madrid). 2004, Vol 19, Num 49, pp 49-75, issn 0495-4548, 27 p.Article

Action Logic as a Basis for Deontic LogicWRIGHT, G. H.Poznán studies in the philosophy of the sciences and the humanities. 1988, Vol 11, pp 39-63, issn 0303-8157Article

Ease and Difficulty : a Modal Logic with Deontic ApplicationsDENYER, N.Theoria. 1990, Vol 56, Num 1-2, pp 42-61, issn 0040-5825Article

Why the Hardest Logic Puzzle Ever Cannot Be Solved in Less than Three QuestionsWHEELER, Gregory; BARAHONA, Pedro.Journal of philosophical logic. 2012, Vol 41, Num 2, pp 493-503, issn 0022-3611, 11 p.Article

Mass Nouns in a Logic of Classes as ManyCOCCHIARELLA, Nino B.Journal of philosophical logic. 2009, Vol 38, Num 3, pp 343-361, issn 0022-3611, 19 p.Article

La logique non formelle : la préhistoire et l'histoire la plus récenteŻARNECKA-BIAŁY, E.Ruch filozoficzny. 1992, Vol 49, Num 1, pp 37-41, issn 0035-9599Article

The relevance of a relevantly assertable disjunction for material implicationVERHOEVEN, Liza.Journal of philosophical logic. 2007, Vol 36, Num 3, pp 339-366, issn 0022-3611, 28 p.Article

Discovery and DialecticBLACHOWICZ, J.Idealistic studies. 1991, Vol 21, Num 1, pp 1-28, issn 0046-8541Article

Appendice. Introduction à la dialogique modale et hybride = Appendix. Introduction to modal and hybrid logicsKEIFF, Laurent.Philosophia scientiae. 2004, Vol 8, Num 2, pp 89-102, issn 1281-2463, 14 p.Article

Maccoll on modalities = Les modalités chez MacCollWOLENSKI, J.Nordic journal of philosophical logic (Trykt utg.). 1998, Vol 3, Num 1-2, pp 133-140, issn 0806-6205Conference Paper

Maccoll and many-valued logic : An exclusive conjunction = MacColl et la logique multivaluée : une conjonction exclusiveSIMONS, P.Nordic journal of philosophical logic (Trykt utg.). 1998, Vol 3, Num 1-2, pp 85-90, issn 0806-6205Conference Paper

Diamonds are a philosopher's best friends: The knowability paradox and modal epistemic relevance logic = Les diamants sont les meilleurs amis du philosophe: le paradoxe de la connaissabilité et la logique modale épistémique pertinenteWANSING, Heinrich.Journal of philosophical logic. 2002, Vol 31, Num 6, pp 591-612, issn 0022-3611, 22 p.Article

Putnam on the sorites paradoxWILLIAMSON, T.Philosophical papers. 1996, Vol 25, Num 1, pp 47-56, issn 0556-8641Article

Relativism in interpretationDAVIES, S.The Journal of aesthetics and art criticism. 1995, Vol 53, Num 1, pp 8-13, issn 0021-8529Article

The psychology-logic overlapKEENE, G. B.Behavior and philosophy. 1995, Vol 23, Num 2, pp 57-62, issn 1053-8348Article

Topological separation principles and logical theories = Les principes de la séparation topologique et les théories logiquesMORTENSEN, Chris.Synthese (Dordrecht). 2000, Vol 125, Num 1-2, pp 169-178, issn 0039-7857Article