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Fábio Bertato

University of Campinas
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  •  Publications
    12
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 More details
University of Campinas
Department of Philosophy
PhD, 2008
Areas of Specialization
Science, Logic, and Mathematics
Metaphysics and Epistemology
Philosophical Traditions
Logic and Philosophy of Logic
Philosophy of Mathematics
History of Science, Misc
1 more
Areas of Interest
Metaphysics and Epistemology
Philosophical Traditions
Science, Logic, and Mathematics
Logic and Philosophy of Logic
Philosophy of Mathematics
History of Science, Misc
1 more
  • All publications (12)
  •  353
    Logical Analysis of the Concept of Beauty
    with Gabriel San Martin
    Edukacja Filozoficzna 70 121-141. 2020.
    Philosophy, General WorksPhilosophy of Science, Miscellaneous
  •  232
    A First-Order Modal Theodicy: God, Evil, and Religious Determinism
    with Gesiel Borges da Silva
    South American Journal of Logic 5 (1): 49-80. 2019.
    Edward Nieznanski developed in 2007 and 2008 two different systems in formal logic which deal with the problem of evil. Particularly, his aim is to refute a version of the logical problem of evil associated with a form of religious determinism. In this paper, we revisit his first system to give a more suitable form to it, reformulating it in first-order modal logic. The new resulting system, called N1, has much of the original basic structure, and many axioms, definitions, and theorems still rem…Read more
    Edward Nieznanski developed in 2007 and 2008 two different systems in formal logic which deal with the problem of evil. Particularly, his aim is to refute a version of the logical problem of evil associated with a form of religious determinism. In this paper, we revisit his first system to give a more suitable form to it, reformulating it in first-order modal logic. The new resulting system, called N1, has much of the original basic structure, and many axioms, definitions, and theorems still remain; however, some new results are obtained. If the conclusions attained are correct and true, then N1 solves the problem of evil through the refutation of a version of religious determinism, showing that the attributes of God in Classical Theism, namely, those of omniscience, omnipotence, infallibility, and omnibenevolence, when adequately formalized, are consistent with the existence of evil in the world. We consider that N1 is a good example of how formal systems can be applied in solving interesting philosophical issues, particularly in Philosophy of Religion and Analytic Theology, establishing bridges between such disciplines
    DeterminismQuantified Modal LogicLogic in PhilosophyThe Argument from Evil
  •  127
    Formal Theodicy: Religious Determinism and the Logical Problem of Evil
    with Gesiel B. Da Silva
    Edukacja Filozoficzna 70 93-119. 2020.
    Edward Nieznański developed two logical systems to deal with the problem of evil and to refute religious determinism. However, when formalized in first-order modal logic, two axioms of each system contradict one another, revealing that there is an underlying minimal set of axioms enough to settle the questions. In this article, we develop this minimal system, called N3, which is based on Nieznański’s contribution. The purpose of N3 is to solve the logical problem of evil through the defeat of a …Read more
    Edward Nieznański developed two logical systems to deal with the problem of evil and to refute religious determinism. However, when formalized in first-order modal logic, two axioms of each system contradict one another, revealing that there is an underlying minimal set of axioms enough to settle the questions. In this article, we develop this minimal system, called N3, which is based on Nieznański’s contribution. The purpose of N3 is to solve the logical problem of evil through the defeat of a version of religious determinism. On the one hand, these questions are also addressed by Nieznański’s systems, but, on the other hand, they are obtained in N3 with fewer assumptions. Our approach can be considered a case of logic of religion, that is, of logic applied to religious discourse, as proposed by Józef Maria Bocheński; in this particular case, it is a discourse in theodicy, which is situated in the context of the philosophy of religion.
    The Argument from EvilQuantified Modal LogicEvilModal Logic
  •  12
    Philosophical Approaches to the Foundations of Logic and Mathematics: In Honor of Professor Stanisław Krajewski (review)
    History and Philosophy of Logic 1-3. forthcoming.
    .
    Logic and Philosophy of Logic, Misc
  •  10
    Sketch for a formal natural theology: Existence and uniqueness of God
    Manuscrito 44 (4): 607-630. 2021.
    In this paper, I present a proposal for a Formal Natural Theology. The approach employed for this task is through a first-order theory, in which fundamental concepts such as divine, necessary, and supreme beings, are formally introduced, which allow obtaining the theorems of existence and uniqueness of a divine being, according to the perspective of classical theism.
  •  8
    Special Issue: Analytic Philosophy of Religion
    with Nicola Claudio Salvatore
    Manuscrito 44 (4): 1-2. 2021.
  • George Berkeley e os Fundamentos do Cálculo Diferencial e Integral
    Cadernos de História E Filosofia da Ciência (UNICAMP) 1 33-73. 2015.
    Science, Logic, and Mathematics
  • (Un-)Certainty and (In-)Exactness: proceedings of the 1st CLE Colloquium for philosophy and formal sciences (edited book)
    with G. Basti
    Aracne editrice. 2018.
  • On Lonergan's philosophy of knowing and historical insights.
    In Crossing Oceans: Exchange of Products, Instruments, Procedures and Ideas in the History of Chemistry and Related Science. pp. 105-115. 2015.
    Metaphysics and Epistemology
  • The Logic of the Trinity and the Filioque Question in Thomas Aquinas: A Formal Approach
    In P. Bilimoria J.-Y. Beziau B. P. Göcke R. S. Silvestre (ed.), Beyond Faith and Rationality. Sophia Studies in Cross-cultural Philosophy of Traditions and Cultures, vol 34. Springer, Cham.. pp. 137-151. 2020.
    Science and ReligionThe TrinityMedieval Logic
  • Sobre as Formalizações Silogísticas dos Elementos, efetuadas por Herlinus, Dasypodius, Clavius e Hérigone.
    In Anais/Actas dos Encontros Luso-Brasileiros de História da Matemática. 2014.
    Science, Logic, and MathematicsHistory of Western Philosophy
  • Anais/Actas dos Encontros Luso-Brasileiros de História da Matemática
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