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Ibid., 2000, Fundamentals of Fuzzy Sets. With a Foreword
by Lofti Asker Zadeh. Kluwer Academic Publishers,
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Ibid., and Montagna, F., 2004, “Equational
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Ibid., 2011, “Searching the arcane origins of Fuzzy
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Ibid., 2013, Filosofía y Matemáticas de la Vaguedad y de
la Incertidumbre, PhD. Thesis in Mathematical Logic,
qualified with Summa Cum Laude. Extraordinary
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Ibid., 2014, Lógicas de nuestro tiempo. Madrid, Editorial
Dykinson.
Ibid., 2014, Lógica Aplicada. Vaguedad e Incertidumbre.
Madrid, Editorial Dykinson.
Ibid, 2015, Lógica Matemática e Inteligencia Artificial.
Madrid, Editorial Dykinson.
Giles, R., 1974, “A non-classical logic for physics”, Studia
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Ibid., 1975. “Łukasiewicz logic and fuzzy set theory”. In:
Proceedings 1975 Internat. Symposium Multiple-
Valued Logic (Indiana Univ., Bloomington/IN)}, Long
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Ibid., 1976, “Łukasiewicz logic and fuzzy set theory”.
Internat. Journal on Man-Machine Studies, 8, pp. 313–
327.
Ibid., 1979, “A formal system for fuzzy reasoning”. Fuzzy
Sets and Systems, 2, pp. 233–257.
Ibid., 1988, “The concept of grade of membership”. Fuzzy
Sets and Systems, 25, pp. 297–323.
Gödel, K., 1932, “Zum intuitionistischen Aussagen-
kalkül”, Anzeiger Akademie der Wissenschaften Wien
(Math.-naturwiss. Klasse), 69: 65–66; – reprinted:
(1933), Ergebnisse eines mathematischen
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Gottwald, S., 1999, “Many-valued logic and fuzzy set
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Mathematics of Fuzzy Sets: Logic, Topology, and
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Ibid., 2001, A Treatise on Many-Valued Logics (Studies in
Logic and Computation, vol. 9), Baldock, Research
Studies Press Ltd.
Ibid., 2007, “Many-valued logics”, in D. Jacquette (as ed.)
Philosophy of Logic (Handbook of the Philosophy of
Science Series), Amsterdam, North-Holland, pp. 675–
722.
Ibid., 2008, “Mathematical fuzzy logics”, Bulletin
Symbolic Logic, 14, pp. 210–239.
Hähnle, R., 1993, Automated Deduction in Multiple-
Valued Logics, Oxford : Clarendon Press.
Ibid., 1999, “Tableaux for many-valued logics”, in M.
d’Agostino et al. (eds.) Handbook of Tableau
Methods, Dordrecht, Kluwer, pp. 529–580.
Ibid., 2001, “Advanced many-valued logics”, in D.
Gabbay, F. Guenthner (eds.), Handbook of
Philosophical Logic (Volume 2), 2nd ed., Dordrecht,
Kluwer, pp. 297–395.
Hájek, P. and Zach, R., 1994, “Review of Many-Valued
Logics 1: Theoretical Foundations, by Leonard Bolc
and Piotr Borowik”, Journal of Applied Non-Classical
Logics, 4 (2), pp. 215–220.
Hájek, P., 1998, Metamathematics of Fuzzy Logic. Kluwer
Academic Publishers, Boston-Dordrecht.
Ibid. 2005, “Making fuzzy description logic more
general”, Fuzzy Sets and Systems, 154, pp. 1–15.
Jaskowski, S., 1936, “Recherches sur le système de la
logique intuitioniste”, in Actes du Congrès
Internationale de Philosophie Scientifique 1936, vol.
6, Paris, pp. 58–61. [English translation: Studia
Logica, 34 (1975), pp. 117–120.]
Kleene, S.C., 1938, “On notation for ordinal numbers”,
Journal of Symbolic Logic, 3, pp. 150–155.
Ibid., 1952, Introduction to Metamathematics.
Amsterdam, North-Holland Publ. Co., and New York,
Van Nostrand, 1952.
Kripke, S.A., 1975, “Outline of a theory of truth”, Journal
of Philosophy, 72, pp. 690–716.
Łukasiewicz, J., 1963, Elements of Mathematical Logic.
Państwowe Wydawnictwo Naukowe, Warsaw.
Ibid., 1970, Selected Works. L. Borkowski, as editor.
Amsterdam, North Holland C. Publ. Co.
Ibid., 2013, Écrits logiques et philo-sophiques. Librairie
Philosophique Jacques Vrin, Paris.