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- Publications
- Influence
Fitch's Argument and Typing Knowledge
- Alexander Paseau
- Mathematics, Computer Science
- Notre Dame J. Formal Log.
- 20 April 2008
The Open-Endedness of the Set Concept and the Semantics of Set Theory
- Alexander Paseau
- Mathematics, Computer Science
- Synthese
- 1 June 2003
TLDR
Mathematical instrumentalism, Gödel’s theorem, and inductive evidence
- Alexander Paseau
- Philosophy
- 1 March 2011
Abstract Mathematical instrumentalism construes some parts of mathematics, typically the abstract ones, as an instrument for establishing statements in other parts of mathematics, typically the… Expand
Evolution without Naturalism
- E. Sober, Bence Nanay, P. Nichols, Alexander Paseau, A. Rosenberg, M. Ruse
- Philosophy
- 2008
Does evolutionary theory have implications about the existence of supernatural entities? This question concerns the logical relationships that hold between the theory of evolution and different bits… Expand
Genuine Modal Realism and Completeness
- Alexander Paseau
- Philosophy
- 1 July 2006
Divers and Melia (2002) argue by reductio that the genuine modal realist cannot satisfy the left-to-right direction of the universal closure of (P) without resort to modal primitives. In their… Expand
Fairness and Aggregation
- Alexander Paseau, B. Saunders
- Economics
- 8 June 2015
Sometimes, two unfair distributions cancel out in aggregate. Paradoxically, two distributions each of which is fair in isolation may give rise to aggregate unfairness. When assessing the fairness of… Expand
Boolos on the justification of set theory
- Alexander Paseau
- Mathematics
- 15 May 2006
George Boolos has argued that the iterative conception of set justifies most, but not all, the ZFC axioms, and that a second conception of set, the Frege-von Neumann conception (FN), justifies the… Expand
What’s the Point of Complete Rigour?
- Alexander Paseau
- Philosophy
- 2016
Complete inferential rigour is achieved by breaking down arguments into steps that are as small as possible: inferential ‘atoms’. For example, a mathematical or philosophical argument may be made… Expand