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Title: A Bayesian View on the Dr. Evil Scenario

Journal Article · · Erkenntnis

Abstract In Defeating Dr. Evil with Self-Locating Belief , Adam Elga proposes and defends a principle of indifference for self-locating beliefs: if an individual is confident that his world contains more than one individual who is in a state subjectively indistinguishable from his own, then he should assign equal credences to the hypotheses that he is any one of these individuals. Through a sequence of thought experiments, Elga in effect claims that he can derive the credence function that should apply in such situations, thus justifying his principle of indifference. Here we argue, using a Bayesian approach, that Elga’s reasoning is circular: in analyzing the third of his thought experiments, he uses an assertion that is justifiable only if one assumes, from the start, the principle of indifference that he is attempting to justify. We agree with Elga that the assumption of equal credences is a very reasonable principle, in the absence of any reason to assign unequal credences, but we do not agree that the equality of credences can be so derived.

Sponsoring Organization:
USDOE
OSTI ID:
1873201
Journal Information:
Erkenntnis, Journal Name: Erkenntnis Journal Issue: 1 Vol. 89; ISSN 0165-0106
Publisher:
Springer Science + Business MediaCopyright Statement
Country of Publication:
Country unknown/Code not available
Language:
English

References (8)

On the ‘Simulation Argument’ and Selective Scepticism journal September 2012
Confirmation in a Branching World: The Everett Interpretation and Sleeping Beauty journal February 2011
The Quantum Doomsday Argument journal August 2015
Self-locating Uncertainty and the Origin of Probability in Everettian Quantum Mechanics journal March 2018
Are We Living in a Computer Simulation? journal April 2003
Defeating Dr. Evil with Self-Locating Belief journal September 2004
Should We Respond to Evil with Indifference? journal May 2005
Ur-Priors, Conditionalization, and Ur-Prior Conditionalization journal January 2016

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