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  1.  10
    Frege, Peano and the Interplay Between Logic and Mathematics.Joan Bertran-San Millán - 2021 - Philosophia Scientae 25 (1):15-34.
    In contemporary historical studies, Peano is usually included in the logical tradition pioneered by Frege. In this paper, I shall first demonstrate that Frege and Peano independently developed a similar way of using logic for the rigorous expression and proof of mathematical laws. However, I shall then suggest that Peano also used his mathematical logic in such a way that anticipated a formalisation of mathematical theories which was incompatible with Frege’s conception of logic.
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  2.  12
    Peano on Symbolization, Design Principles for Notations, and the Dot Notation.Dirk Schlimm - 2021 - Philosophia Scientae 25:95-126.
    Peano was one of the driving forces behind the development of the current mathematical formalism. In this paper, we study his particular approach to notational design and present some original features of his notations. To explain the motivations underlying Peano's approach, we first present his view of logic as a method of analysis and his desire for a rigorous and concise symbolism to represent mathematical ideas. On the basis of both his practice and his explicit reflections on notations, we discuss (...)
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  3.  1
    Evolutionary Dynamics and Accurate Perception. Critical Realism as an Empirically Testable Hypothesis.Adriano Angelucci, Vincenzo Fano, Gabriele Ferretti, Roberto Macrelli & Gino Tarozzi - 2021 - Philosophia Scientae 25:157-178.
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  4.  1
    Logic and Axiomatics in the Making of Latino Sine Flexione.Başak Aray - 2021 - Philosophia Scientae 25:127-143.
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  5.  1
    De L’Intraitable À L’Indéterminé : Entre Calcul Et Géométrie, Réflexions Leibniziennes Autour de ⁰⁄₀ (1700-1706)From the Intractable to the Undetermined : Between Calculus and Geometry, Leibnizian Thoughts on ⁰⁄₀. [REVIEW]Sandra Bella - 2021 - Philosophia Scientae 25:21-45.
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  6. Leibniz’s Binary Algebra and its Role in the Expression and Classification of Numbers.Mattia Brancato - 2021 - Philosophia Scientae 25:71-94.
  7.  3
    Giuseppe Peano and His School: Axiomatics, Symbolism and Rigor.Paola Cantù & Erika Luciano - 2021 - Philosophia Scientae 25:3-14.
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  8. Introduction.Valérie Debuiche & David Rabouin - 2021 - Philosophia Scientae 25:5-20.
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  9.  1
    Peano and the Debate on Infinitesimals.Paolo Freguglia - 2021 - Philosophia Scientae 25:145-156.
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  10. Une Caractéristique Pour les Unifier Toutes Et Dans L’Harmonie les Lier. Unification des Équations Dans les Textes De la Méthode de L’universalitéA Characteristic to Unify All Characteristics and Link Them in Harmony. Unification of Equations in De la Méthode de L’Universalité.Simon Gentil - 2021 - Philosophia Scientae 25:47-70.
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  11.  1
    Dedekinds Sätze und Peanos Axiomata.Reinhard Kahle - 2021 - Philosophia Scientae 25:69-93.
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  12.  1
    Une Conception Pragmatique de L’a Priori.Clarence Irving Lewis - 2021 - Philosophia Scientae 25:195-204.
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  13.  2
    Peano’s Reception in the USA. Wilson’s Review of Russell’s Principles.Gabriele Lolli - 2021 - Philosophia Scientae 25:49-67.
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  14.  2
    Mario Pieri’s View of the Symbiotic Relationship Between the Foundations and the Teaching of Elementary Geometry in the Context of the Early Twentieth Century Proposals for Pedagogical Reform.Elena Anne Corie Marchisotto & Ana Millán Gasca - 2021 - Philosophia Scientae 25:157-183.
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  15. Présentation des manuscritsPresentation of the Manuscripts.Anr Mathesis - 2021 - Philosophia Scientae 25:133-154.
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  16. Exposants Et Tangentes Chez Leibniz À Paris, Entre Formes Et géométrieExponents and Tangents in Leibniz’s Work in Paris.Arilès Remaki - 2021 - Philosophia Scientae 25:95-132.
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  17.  3
    Gödel’s Reading of Peano’s Arithmetices Principia.Jan von Plato - 2021 - Philosophia Scientae 25:185-192.
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  18.  3
    Logic as Calculus and Logic as Language: Too Suggestive to Be Truthful?Jan von Plato - 2021 - Philosophia Scientae 25:35-47.
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  19. A Priori, Catégories Et Pragmatisme : La Percée de C. I. Lewis. Présentation de la Traduction Française de « A Pragmatic Conception of the a Priori » (1923)A Priori, Categories and Pragmatism : C. I. Lewis’s Pathbreaking Contribution. Introduction to the French Translation of “A Pragmatic Conception of the A Priori”. [REVIEW]Henri Wagner - 2021 - Philosophia Scientae 25:179-193.
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