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An introduction to the foundations and fundamental concepts of mathematics

New York,: Holt, Rinehart and Winston. Edited by Carroll Vincent Newsom (1958)

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  1. Can the Pyrrhonian Sceptic Suspend Belief Regarding Scientific Definitions?Benjamin Wilck - 2020 - History of Philosophy & Logical Analysis 23 (1):253-288.
    In this article, I tackle a heretofore unnoticed difficulty with the application of Pyrrhonian scepticism to science. Sceptics can suspend belief regarding a dogmatic proposition only by setting up opposing arguments for and against that proposition. Since Sextus provides arguments exclusively against particular geometrical definitions in Adversus Mathematicos III, commentators have argued that Sextus’ method is not scepticism, but negative dogmatism. However, commentators have overlooked the fact that arguments in favour of particular geometrical definitions were absent in ancient geometry, and (...)
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  • Ideas and processes in mathematics: A course on history and philosophy of mathematics.Charalampos Toumasis - 1993 - Studies in Philosophy and Education 12 (2):245-256.
    This paper describes an attempt to develop a program for teaching history and philosophy of mathematics to inservice mathematics teachers. I argue briefly for the view that philosophical positions and epistemological accounts related to mathematics have a significant influence and a powerful impact on the way mathematics is taught. But since philosophy of mathematics without history of mathematics does not exist, both philosophy and history of mathematics are necessary components of programs for the training of preservice as well as inservice (...)
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  • Euclid's elements and the axiomatic method.Ian Mueller - 1969 - British Journal for the Philosophy of Science 20 (4):289-309.
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  • On assuming other folks have mental states.Michael E. Malone - 1994 - Philosophical Investigations 17 (1):37-52.
  • Stevin Numbers and Reality.Karin Usadi Katz & Mikhail G. Katz - 2012 - Foundations of Science 17 (2):109-123.
    We explore the potential of Simon Stevin’s numbers, obscured by shifting foundational biases and by 19th century developments in the arithmetisation of analysis.
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  • Historical development of the foundations of mathematics: Course description.Robert L. Brabenec - 1994 - Science & Education 3 (3):295-309.
  • The Philosophy of Generative Linguistics.Peter Ludlow - 2011 - Oxford, GB: Oxford University Press.
    Peter Ludlow presents the first book on the philosophy of generative linguistics, including both Chomsky's government and binding theory and his minimalist ...
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