News


Recent and Upcoming Talks

"How to Be a Consequentialist Environmental Ethicist", MANCEPT Workshop on Consequentialism and Environmental Ethics, September 2023 (slides here

"Irreducible Collective Cognition, Reducible Collective Responsibility", with R. Wolfe Randall, Zicklin Center Workshop, Wharton School, University of Pennsylvania, Nov. 11, 2023

Conference on Risk and Responsibility, Nov 30, 2023 (Online - there are no registration costs!

"The Proportionality Problem for Agent-Relative Consequentialism", Northwest Philosophy Conference, November 2023, and Central APA main program, Feb 2024 (paper here)

"The Metaphysics and Ethics of Interrelatedness", Central APA International Society for Environmental Ethics group session, Feb 2024 (abstract here).



Recently Published/Forthcoming Articles (click titles for bullet-point summaries)

Valuing the 'Afterlife' (Forthcoming, Topoi)

How to Save Pascal (and Ourselves) from the Mugger (with Ali Hasan, Dialogue, available open access here)

1.      (tl;dr overview) We diagnose issues at the core of Pascal’s Mugging (as discussed by Nick Bostrom) and offer the “many Muggers” solution to it (analogous to the “many Gods” response to Pascal’s Wager).


2.      If Pascal refuses to answer the Mugger’s ultimatum question, Pascal still ought to give the Mugger a probability distribution for each of the possible promises the Mugger might make, and then do a utility calculation.


3.      As such, Pascal’s Mugging is equivalent to a St. Petersburg situation, and thus, seemingly, Pascal ought to give the Mugger his wallet.


4.      In fact, Pascal’s Mugging is a greater challenge than St. Petersburg, for two reasons:.

a.  The Mugger’s offer is ever-present to everyone in a way that St. Petersburg is not.

b.  The St. Petersburg problem has two levels of uncertainty (as highlighted by Richard Jeffrey in his response to it): (1) what the outcome of the coin flips will be, and (2) whether the house will come through on their side of the promise. Pascal’s Mugging only has the analogue of (2), since the analogue of (1) is already baked into the utility function of accepting the Mugger’s offer.


5.      Alternatively, Pascal could repeatedly change his probability distribution to avoid falling into the Mugger’s trap, but that would be an ad hoc, unstable, strategy.


6.      Given the outlandishness of the offer, there is just as likely to be another “Mugger” (or, perhaps “anti-Mugger”) who will give Pascal an equally amazing reward only on the condition that Pascal turns down the original Mugger’s offer. This is the reason why Pascal should not give the Mugger his wallet. It is analogous to the “many Gods” response to Pascal’s Wager.


7.      However, discounting tiny probabilities is not appropriate in most situations. Discounting is rational when the tiny probabilities that are salient parts of the option being considered in the choice are symmetrical with previously non-salient tiny probabilities that are parts of other options in the choice.


8.      Speculative final suggestion (that we are exploring in other work): This same reasoning can apply to the St. Petersburg paradox. Specifically, there are “many games” that are possible and have infinite expected utilities, including a game that arises only if one chooses not to play the original St. Petersburg game if offered. The inference from the St. Petersburg game having infinite expected value to a claim that it is rational to pay any finite amount of money to play it is thus invalid.

How Does Disability Affect Wellbeing? A Literature Review and Philosophical Analysis (Journal of Philosophy of Disability, online first, available open access here)

Individual Climate Risks at the Bounds of Rationality (in Risk and Responsibility in Context, Adriana Placani and Stearns Broadhead, eds., Routledge 2023, available open access here)