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  1.  72
    A. R. Pruss (2013). Null Probability, Dominance and Rotation. Analysis 73 (4):682-685.
    New arguments against Bayesian regularity and an otherwise plausible domination principle are offered on the basis of rotational symmetry. The arguments against Bayesian regularity work in very general settings.
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  2. A. R. Pruss (2012). Conditional Probabilities. Analysis 72 (3):488-491.
    A simple argument is given that shows that conditional probabilities do not supervene on unconditional probabilities. In particular, one cannot in general define conditional probabilities using the ratio formula P ( U | V ) = P ( U & V )/ P ( U ), or using any more sophisticated method based on unconditional probabilities.
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  3. A. R. Pruss & Richard M. Gale (2005). Cosmological and Design Arguments. In William J. Wainwright (ed.), The Oxford Handbook of Philosophy of Religion. Oxford University Press 116--137.
  4.  18
    A. R. Pruss (2010). Developmental Theism: From Pure Will to Unbounded Love, by Peter Forrest. Mind 118 (472):1132-1135.
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  5. A. R. Pruss (2000). David Cockburn, Other Times: Philosophical Perspectives on Past, Present and Future. Dialogue 39:199-201.
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