Poincaré on mathematical intuition. A phenomenological approach to Poincaré's philosophy of arithmetic
Jairo José Da Silva (1996)
Philosophia Scientiae
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Displaying similar documents to “Fact, hypothesis and convention in Poincaré and Duhem”
Poincaré on mathematical intuition. A phenomenological approach to Poincaré's philosophy of arithmetic
“A-Priorism” in Poincaré, Eddington & Milne
Mogens Wegener (1996)
Philosophia Scientiae
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Poincaré on understanding mathematics
Gerhard Heinzmann (1998-1999)
Philosophia Scientiae
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Conventionalism and it's impact on logical empiricism
Rudolph Haller (1998-1999)
Philosophia Scientiae
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Henri Poincaré's student notebooks, 1870-1878
Scott A. Walter (1996)
Philosophia Scientiae
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Henri Poincaré's “Science et méthode”
David Ruelle (1998)
Publications Mathématiques de l'IHÉS
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Introduction. The incommensurability problem : evolution, current approaches and recent issues
Léna Soler (2004)
Philosophia Scientiae
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Poincaré in the archives — two examples
Jeremy Gray (1997)
Philosophia Scientiae
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Incommensurability and laboratory science
Emiliano Trizio (2004)
Philosophia Scientiae
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The aim of the article is to establish relations between Kuhn’s general characterization of incommensurability as the impossibility to translate the taxonomies pertaining to rival scientific theories into one another and Hacking’s more specific version of incommensurability affecting competing theories that have stabilized relatively to different laboratory equipments and measurement techniques. On the basis of an analysis of the nature of scientific taxonomies that takes its inspiration...
Mathematical practice and naturalist epistemology : structures with potential for interaction
Bart Van Kerkhove, Jean Paul Van Bendegem (2005)
Philosophia Scientiae
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In current philosophical research, there is a rather one-sided focus on the foundations of proof. A full picture of mathematical practice should however additionally involve considerations about various methodological aspects. A number of these is identified, from large-scale to small-scale ones. After that, naturalism, a philosophical school concerned with scientific practice, is looked at, as far as the translations of its epistemic principles to mathematics is concerned. Finally,...