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  <dc:rights>Copyright 2009 by contributing authors</dc:rights>
  <dc:publisher>Shaughan Lavine                               [shaughanREMOVE@q.com]</dc:publisher>
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  <description>Question. "The statement that if %$\mathfrak{a}$% is a numerical symbol, then %$\mathfrak{a} 1 1 \mathfrak{a}$% is universally true, is from our finitary perspective ... (last changed by TWikiGuest)</description>
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  <description>Let %$w 1$% be the G del number for %$\psi$%. Then %$h(\bullet ) s {1}{}^{1}(w {1},\bullet)$%. (last changed by TWikiGuest)</description>
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  <description>The Received View Today's topic is what Suppe calls "the Received View." It is a paradigm of the views of the logical positivists. I doubt anyone ever held the received ... (last changed by TWikiGuest)</description>
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  <description>Curry's Philosophy: Formalism This article is out of sequence: he assumes you know what Hilbert's Program is and what (Brouwer's) intuitionism is. We'll read those ... (last changed by TWikiGuest)</description>
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  <description>Church's Thesis Church's thesis is that the recursive functions, recursively decidable, enumerable sets are the (intuitively) computable functions, decidable sets ... (last changed by TWikiGuest)</description>
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  <description>The problem As we have seen, mathematical theories don't determine their domain, and the logicist attempt to say what the objects of mathematics are seems to fail ... (last changed by TWikiGuest)</description>
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  <description>Derivations LostmyZ 05 Dec 2004 Here is an attempt at proving some rules on page 64 3.3 (c) %$\Gamma,\neg\phi,\neg\psi$% %$\Gamma,\psi,\phi$% Solution 1. ... (last changed by TWikiGuest)</description>
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  <description>Predicativity Picking an object from several already existing objects is a very different process than building an object to specifications. The key point is this ... (last changed by TWikiGuest)</description>
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  <description>1. Belnap http://www.jstor.org.ezproxy2.library.arizona.edu/stable/pdfplus/3326862.pdf discusses Prior's connective tonk, which obeys the following rules of inference ... (last changed by TWikiGuest)</description>
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  <description>Fictionalist Explanation of Applicability One standard platonist claim is that platonists can explain why mathematics is applicable in roughly these terms: mathematics ... (last changed by TWikiGuest)</description>
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  <description>Defining Exponentiation from Plus and Times If we wanted to represent a sequence of numbers that are all less than 10 as a number using only and %$\times$%, we could ... (last changed by TWikiGuest)</description>
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  <description>Dummett on Frege's Contextual Definitions Frege rejects his own proposed theory of contextual definitions as inadequate because of the Julius Caesar problem, but the ... (last changed by TWikiGuest)</description>
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  <description>Hilbert's On the Infinite He starts with some motivation: A. 1. Because of Quantum Mechanics, there is no reason to believe that there is anything physical ... (last changed by TWikiGuest)</description>
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  <description>Free Choice Sequences There are many constructivists of a variety of flavors, all of whom agree on using intuitionistic logic. The chief place at which they differ ... (last changed by TWikiGuest)</description>
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  <description>Frege on Arithmetic Frege is generally presented in philosophy of mathematics classes as the first logicist. He was. But the importance of his work in philosophy ... (last changed by TWikiGuest)</description>
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