Computing with Numbers and Other Non-syntactic Things: De re Knowledge of Abstract Objects† | 2017/05/05 | English | 6 |
Abstraction and Additional Nature | 2007/08/08 | English | 6 |
Kitcher, Ideal Agents, and Fictionalism | 2004/02/01 | English | 6 |
The Godel Paradox and Wittgenstein's Reasons | 2009/02/03 | English | 6 |
The Psychology and Philosophy of Natural Numbers† | 2017/03/22 | English | 6 |
To Diagram, to Demonstrate: To Do, To See, and To Judge in Greek Geometry | 2011/12/13 | English | 6 |
Real Numbers, Quantities, and Measurement† | 2002/06/01 | English | 6 |
Some Measurement-Theoretic Concerns about Hale's ‘Reals by Abstraction'†; | 2002/06/01 | English | 6 |
Motivating Wittgenstein's Perspective on Mathematical Sentences as Norms | 2011/01/10 | English | 6 |
That We See That Some Diagrammatic Proofs Are Perfectly Rigorous | 2013/05/13 | English | 6 |
Lakatos as Historian of Mathematics | 1997/02/01 | English | 6 |
In Defence of Indispensability | 1998/02/01 | English | 6 |
Hermann Weyl on Intuition and the Continuum† | 2000/10/01 | English | 6 |
Countable Choice as a Questionable Uniformity Principle | 2004/06/01 | English | 6 |
The Applicability of Mathematics as a Scientific and a Logical Problem | 2009/09/30 | English | 6 |
Higher-Order Logic or Set Theory: A False Dilemma | 2012/02/09 | English | 6 |
Vom Zahlen zu den Zahlen: On the Relation Between Computation and Arithmetical Structuralism | 2011/12/29 | English | 6 |
Nominalism, Trivialism, Logicism | 2014/06/16 | English | 6 |
DAVID HILBERT. David Hilbert's lectures on the foundations of geometry, 1891-1902. Michael Hallett and Ulrich Majer, eds. David Hilbert's Foundational Lectures; 1. Berlin: Springer-Verlag, 2004. ISBN 3-540-64373-7. Pp. xxviii + 661 | 2013/05/10 | English | 6 |
Kuhn, Lakatos, and the Image of Mathematics | 1995/01/01 | English | 6 |
Godel's Correspondence on Proof Theory and Constructive Mathematics: KURT GODEL. Collected Works. Volume IV: Selected Correspondence A-G; Volume V: Selected Correspondence H-Z. Solomon Feferman, John W. Dawson, Warren Goldfarb, Charles Parsons, and Wilfried Sieg, eds. Oxford: Oxford University Press, 2002. Pp. xi + 662; xxiii + 664. ISBN 0-19-850073-4; 0-19-850075-0. | 2006/01/30 | English | 6 |
The History of Algebra and the Development of the Form of its Language | 2006/01/13 | English | 6 |
Mathematics and Philosophy of Mathematics | 1994/01/01 | English | 5 |
On Physicalism and Algorithmism: Can machines think? | 1993/01/01 | English | 5 |
The Company Kept by Cut Abstraction (and its Relatives) | 2011/01/24 | English | 5 |
Abstract Mathematical Tools and Machines for Mathematics† | 1997/10/01 | English | 5 |
On Finite Humet | 2000/06/01 | English | 5 |
Changes of Language in the Development of Mathematics | 2000/02/01 | English | 5 |
Structural Relativity | 1996/05/01 | English | 5 |
Structuralism's Unpaid Epistemological Debts | 1996/05/01 | English | 5 |