The Demise of the Doomsday Argument
Mind 111 (441):37 - 45 (2002)
| Abstract | A refutation of the doomsday argument is offered. Through a simple thought experiment analysed in Bayesian terms the fallacy is shown to be the assumption that a currently living person represents a random sample from the population of all persons who will ever have existed. A more general version of the counter argument is then given. Previous arguments that purport to answer this concern are also addressed. One result is determining criteria for the applicability of time sampling arguments, i.e., under what conditions can a specific instant in time be regarded as a random sample from a time span. Given this new understanding, the incredible consequences of the doomsday and related arguments evaporate. | |||||||||
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George F. Sowers Jr (2002). The Demise of the Doomsday Argument. Mind 111 (441).
Tom Adams (2007). Sorting Out the Anti-Doomsday Arguments: A Reply to Sowers. Mind 116 (462):269-273.
Alasdair M. Richmond (2008). Doomsday, Bishop Ussher and Simulated Worlds. Ratio 21 (2):201–217.
Bradley Monton (2003). The Doomsday Argument Without Knowledge of Birth Rank. Philosophical Quarterly 53 (210):79–82.
Nick Bostrom & Milan M. Cirković (2003). The Doomsday Argument and the Self–Indication Assumption: Reply to Olum. Philosophical Quarterly 53 (210):83–91.
E. Sober (2003). An Empirical Critique of Two Versions of the Doomsday Argument – Gott's Line and Leslie's Wedge. Synthese 135 (3):415 - 430.
G. F. Sowers (2002). The Demise of the Doomsday Argument. Mind 111 (441):37-46.
D. J. Bradley (2005). No Doomsday Argument Without Knowledge of Birth Rank: A Defense of Bostrom. Synthese 144 (1):91 - 100.
Nick Bostrom (2001). The Doomsday Argument Adam & Eve, UN++, and Quantum Joe. Synthese 127 (3):359 - 387.
Kevin B. Korb & Jonathan J. Oliver (1998). A Refutation of the Doomsday Argument. Mind 107 (426):403-410.
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