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  1. Enlightenment Calculations.Lorraine Daston - 1994 - Critical Inquiry 21 (1):182-202.
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  • Theorie des Ensembles.N. Bourbaki - 1959 - Journal of Symbolic Logic 24 (1):71-73.
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  • "A mathematical proof must be surveyable" what Wittgenstein meant by this and what it implies.Felix Mühlhölzer - 2006 - Grazer Philosophische Studien 71 (1):57-86.
    In Part III of his Remarks on the Foundations of Mathematics Wittgenstein deals with what he calls the surveyability of proofs. By this he means that mathematical proofs can be reproduced with certainty and in the manner in which we reproduce pictures. There are remarkable similarities between Wittgenstein's view of proofs and Hilbert's, but Wittgenstein, unlike Hilbert, uses his view mainly in critical intent. He tries to undermine foundational systems in mathematics, like logicist or set theoretic ones, by stressing the (...)
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  • Survey and Surveyability.Stefan Majetschak - 2016 - Wittgenstein-Studien 7 (1):65-80.
    The concepts ‚Übersicht‘ (survey), ‚Übersichtlichkeit‘ (surveyability) and ‚Übersichtliche Darstellung‘ (surveyable representation) play a central role in Wittgenstein’s later philosophy. As Peter Hacker already noticed in 1972, an adequate English translation of these terms has “given Wittgenstein’s translators much trouble. They have chosen to translate it non-systematically in conformity with the demands of English style, thereby partially obscuring the significance and pervasiveness of the concept in Wittgenstein’s work, e. g. ‘command a clear view’ (Übersehen PI, § 122); ‘perspicious representation’ (Übersichtliche Darstellung (...)
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  • Survey and Surveyability.Stefan Majetschak - 2016 - Wittgenstein-Studien 7 (1):65-80.
    The concepts ‚Übersicht‘ (survey), ‚Übersichtlichkeit‘ (surveyability) and ‚Übersichtliche Darstellung‘ (surveyable representation) play a central role in Wittgenstein’s later philosophy. As Peter Hacker already noticed in 1972, an adequate English translation of these terms has “given Wittgenstein’s translators much trouble. They have chosen to translate it non-systematically in conformity with the demands of English style, thereby partially obscuring the significance and pervasiveness of the concept in Wittgenstein’s work, e. g. ‘command a clear view’ (Übersehen PI, § 122); ‘perspicious representation’ (Übersichtliche Darstellung (...)
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  • Descartes's Geometry as Spiritual Exercise.Matthew L. Jones - 2001 - Critical Inquiry 28 (1):40-71.
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  • Of Models and Machines: Implementing Bounded Rationality.Stephanie Dick - 2015 - Isis 106 (3):623-634.
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  • Leibniz and Descartes, proof and eternal truths.Ian Hacking - 1973 - Proceedings of the British Academy 59.
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