PhilSci Archive

Items where Subject is "Specific Sciences > Mathematics > History of Philosophy"

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Number of items at this level: 21.

Preprint

Bentzen, Bruno (2020) Frege's theory of types. [Preprint]

Bentzen, Bruno (2020) Sense, reference, and computation. [Preprint]

Darnell, Eamon and Thomas-Bolduc, Aaron (2018) Is Hume's Principle Analytic? [Preprint]

Darnell, Eamon and Thomas-Bolduc, Aaron (2018) Takeuti's Well-Ordering Proof: Finitistically Fine? [Preprint]

Demeter, Tamás (2017) Hume on the Social Construction of Mathematical Knowledge. [Preprint]

Ferreirós, José (2011) On Dedekind's Logicism. [Preprint]

Kovac, Srecko (2018) On causality as the fundamental concept of Gödel's philosophy. [Preprint]

Landry, Elaine (2017) Plato Was NOT A Mathematical Platonist. [Preprint]

Nefdt, Ryan M. (2018) Inferentialism and Structuralism: A Tale of Two Theories. [Preprint]

Persichetti, Alessio (2019) The later Wittgenstein’s guide to contradictions. [Preprint]

Smith, Jr, James Andrew (2019) Quine on Naturalism, Nominalism, and Philosophy's Place within Science. [Preprint]

Tsementzis, Dimitris and Halvorson, Hans (2016) Foundations and Philosophy. [Preprint]

Wilson, Mark (2007) Frege's Mathematical Setting. [Preprint]

Published Article or Volume

Acero, Juan José (2017) Alberto Moretti, Eleonora Orlando y Nora Stigol, comp. 2016. A medio siglo de Formas lógicas, realidad y significado de Thomas Moro Simpson. THEORIA. An International Journal for Theory, History and Foundations of Science, 32 (3). pp. 387-389. ISSN 2171-679X

Bacelar Valente, Mario (2017) Conventionality in Einstein's practical geometry. THEORIA. An International Journal for Theory, History and Foundations of Science, 32 (2). pp. 177-190. ISSN 2171-679X

Biener, Zvi (2018) Newton’s Regulae Philosophandi. Oxford Handbook of Isaac Newton.

Costreie, Sorin (2018) The geometrical basis of arithmetical knowledge: Frege & Dehaene. THEORIA. An International Journal for Theory, History and Foundations of Science, 33 (2). pp. 361-370. ISSN 2171-679X

Ferreirós, José (2004) The Motives behind Cantor’s Set Theory – Physical, Biological, and Philosophical Questions. Science in Context, 17 (1). pp. 49-83.

Koshkin, Sergiy (2020) Wittgenstein, Peirce, and paradoxes of mathematical proof. Analytic Philosophy. ISSN 2153-960X

Parker, Matthew W. (2017) Gödel's Argument for Cantorian Cardinality. Noûs.

Sarma, Gopal P. (2015) The Art of Memory and the Growth of the Scientific Method. Interdisciplinary Description of Complex Systems, 13 (3). pp. 373-396.

This list was generated on Tue Jul 7 00:14:11 2020 EDT.