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- Large Cardinals from Determinacy Peter Koellner and W. Hugh Woodin
- Strong Logics of First and Second Order Peter Koellner
- Truth in Mathematics: The Question of Peter Koellner
- Peter Koellner Department of Philosophy
- Carnap on the Foundations of Logic and Mathematics
- The Cambridge companion to Bertrand Russell, edited by Nicholas Griffin, Cambridge University Press, Cambridge, UK and New York, US, xvii + 550 pp.--
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- Mathematics Needs New Axioms John R. Steel
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- Ultraproducts and Large Cardinals
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- The Transfinite Universe W. Hugh Woodin
- The HOD Dichotomy W. Hugh Woodin
- Fine structure and internal theory of extender Martin Zeman
- Effective Randomness and Continuous Theodore A. Slaman
- The Continuum Hypothesis, the generic-multiverse of sets, and the Conjecture
- The realm of the infinite W. Hugh Woodin
- The Continuum Hypothesis Peter Koellner
- Independence and Large Cardinals Peter Koellner
- The search for mathmematical truth W. Hugh Woodin
- Peter Koellner Department of Philosophy 50 Follen St.
- Proceedings of the International Congress of Mathematicians Hyderabad, India, 2010
- Large Cardinals and Determinacy Peter Koellner
- Research Statement Peter Koellner
- The evolution of hod mice The evolution of hod mice
- Wittgenstein and the "Skeptical Paradoxes" Saul Kripke (1982) reads out of Wittgenstein's later writings two skeptical
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- Draft 10/20/11. Not to be quoted or cited without permission. Evidence and the hierarchy of mathematical theories
- Reason and Intuition* Charles Parsons
- IS THE CONTINUUM HYPOTHESIS A DEFINITE MATHEMATICAL
- The Myth of the Mind Of course, I do not mean by the title of this paper to deny the existence of
- Version 3.0, 10/26/11. Brief Remarks on Putnam and Realism in Mathematics*
- Copyright 1999 by Charles Parsons STRICT PREDICATIVITY1
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- Mathematics Needs New Axioms John R. Steel
- Generic absoluteness and the Continuum John R. Steel
- G odel's legacy in set theory John R. Steel
- The triple helix John R. Steel
- Global Reflection Principles by P.D. Welch