Intuitionism, Constructive Interpretation, and Cricket
Philosophical Papers 37 (2):319-331 (2008)
| Abstract | This paper is a re-reading of Colin Radford's paper 'The Umpire's Dilemma', published in Analysis in 1985. It argues that Radford's dilemma has been unjustly ignored and has interesting (and problematic) implications for both intuitionism and Ronald Dworkin's constructive interpretationist jurisprudence. | |||||||||
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Hajime Ishihara (1992). Continuity Properties in Constructive Mathematics. Journal of Symbolic Logic 57 (2):557-565.
W. W. Tait (1983). Against Intuitionism: Constructive Mathematics is Part of Classical Mathematics. Journal of Philosophical Logic 12 (2):173 - 195.
Colin Radford (1985). The Umpire's Dilemma. Analysis 45 (2):109 - 111.
Robert Audi (1998). Moderate Intuitionism and the Epistemology of Moral Judgment. Ethical Theory and Moral Practice 1 (1):15-44.
Elizabeth Tropman (2009). Renewing Moral Intuitionism. Journal of Moral Philosophy 6 (4):440-463.
Hajime Ishihara & Satoru Yoshida (2002). A Constructive Look at the Completeness of the Space $\Mathcal{D} (\Mathbb{R})$. Journal of Symbolic Logic 67 (4):1511-1519.
Dirk Schlimm (2005). Against Against Intuitionism. Synthese 147 (1):171 - 188.
David Kaspar (2012). Intuitionism. Continuum International Pub. Group.
D. S. Bridges (1987). Varieties of Constructive Mathematics. Cambridge University Press.
I. Loeb (2012). Questioning Constructive Reverse Mathematics. Constructivist Foundations 7 (2):131-140.
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