INFINITESIMALS ARE TOO SMALL FOR COUNTABLY INFINITE FAIR LOTTERIES ALEXANDER R. PRUSS Abstract. We show that infinitesimal probabilities are much too small for modeling the individual outcome of a countably infinite fair - Archimedean property - Document - PDFSEARCH.IO

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	INFINITESIMALS ARE TOO SMALL FOR COUNTABLY INFINITE FAIR LOTTERIES ALEXANDER R. PRUSS Abstract. We show that infinitesimal probabilities are much too small for modeling the individual outcome of a countably infinite fair Add to Reading List Document Date: 2013-06-12 13:10:22 Open Document File Size: 216,59 KB Share Result on Facebook City Winston / / Company Bernstein / Princeton University Press / / Currency pence / / Organization American Statistical Association / Princeton University / Australasian Association of Philosophy Conference / / Person ALEXANDER R. PRUSS / / Position 4The author / / ProvinceOrState New York / M.B. / / PublishedMedium Journal of the American Statistical Association / Australasian Journal of Philosophy / / SocialTag Infinity Abstraction Calculus Real closed field Mathematical logic Infinitesimal Archimedean property Standard part function Measure Mathematics

INFINITESIMALS ARE TOO SMALL FOR COUNTABLY INFINITE FAIR LOTTERIES ALEXANDER R. PRUSS Abstract. We show that infinitesimal probabilities are much too small for modeling the individual outcome of a countably infinite fairAdd to Reading List