papers on epistemology and decision theory
Formal(-ish) Epistemology
Actuality and Knowability (2011)
Revisability and Conceptual Change in ``Two Dogmas of Empiricism'' (2011)
Frege's Puzzle and the Objects of Credence (2011)
The Nature of Epistemic Space (2010)
Ramsey + Moore = God (2011)
Analysis 67:170-72, 2007. A micro-paper arguing that certain common formulations of the Ramsey test and Moore’s-paradox reasoning leading to accepting omniscience claims such as ‘If p, then I believe that p’. This was mostly published for cuteness (OK, mainly for the title) rather than impact, since it’s obvious that there are better formulations of the Ramsey test that avoid the result. Replies by David Barnett (“Ramsey + Moore ≠ God”), Hannes Leitgeb (“God – Moore = Ramsey”) and John Williams point out that there are better formulations of the Ramsey test that avoid the result and say other interesting things besides. [pdf] [philpapers]
Informal Epistemology
Structuralism as a Response to Skepticism (2017)
The Matrix as Metaphysics (2003)
The Content and Epistemology of Phenomenal Belief (2003)
In Consciousness: New Philosophical Perspectives, edited by Quentin Smith and Alexandr Jokic (Oxford, 2003). This long paper has two halves. The first half gives an account of phenomenal concepts and phenomenal beliefs, on which their content is partly constituted by the quality of an experience. The second half applies this account to epistemological issues: e.g. arguing for a limited incorrigibility thesis, defending a sort of foundationalism about phenomenal knowledge based on acquaintance with phenomenal properties, defending the phenomenal realist from certain epistemological problems, and addressing the “Myth of the Given”. The paper was published i. [pdf] [philpapers]
Does Conceivability Entail Possibility? (2002)
Epistemological Excurses
Warrants and Support Structures (2010)
Insulated Idealization and the Problem of Self-Doubt (2010)
Varieties of Apriority (2010)
Recent Challenges to the A Priori (2010)
Constructing Epistemic Space (2010)
Decision Theory
The Two-Envelope Paradox: A Complete Analysis? (1994)
You’re given two envelopes, and are told that one contains twice the amount in the other, but you aren’t told which is which. You tentatively decide to take envelope A, but then reason that there is a 50% chance that B contains twice A’s amount and a 50% chance that it contains half A’s amount, with an expected value of 1.25 times A’s amount overall, so it is in your interests to switch. But of course the same holds in reverse. What is going on? I give a detailed analysis of this "two-envelope" paradox, including a few interesting subtleties that are sometimes overlooked. I didn’t publish this as I now think the analysis is incomplete; in effect it solves the “numerical” paradox but not the “decision-theoretic” paradox. [html] [ps] [philpapers]
The St. Petersburg Two-Envelope Paradox (2001)
Analysis 62:155-57, 2002. This is a subsequent short paper (2001) that fills in the gap in the paper above. It sets out a closely related scenario, which combines elements of the St. Petersburg paradox and the two-envelope paradox, and use this to diagnose where the decision-theoretic paradoxical reasoning goes wrong. [html] [philpapers]