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  1. The Common-Core/Diversity Dilemma: Revisions of Humean thought, New Empirical Research, and the Limits of Rational Religious Belief.Branden Thornhill-Miller & Peter Millican - 2015 - European Journal for Philosophy of Religion 7 (1):1--49.
    This paper is the product of an interdisciplinary, interreligious dialogue aiming to outline some of the possibilities and rational limits of supernatural religious belief, in the light of a critique of David Hume’s familiar sceptical arguments -- including a rejection of his famous Maxim on miracles -- combined with a range of striking recent empirical research. The Humean nexus leads us to the formulation of a new ”Common-Core/Diversity Dilemma’, which suggests that the contradictions between different religious belief systems, in conjunction (...)
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  2. O Humově naturalismu, skepticismu a ateismu.Filip Tvrdý & Peter Millican - 2017 - Filosoficky Casopis 2 (65):163-174.
    Peter Millican je profesor filosofie a Gilbert Ryle Fellow na Hertford College, University of Oxford. Věnuje se především epistemologii, filosofii jazyka a náboženství, zabývá se dílem Davida Huma a Alana Turinga. Je autorem více než padesáti časopisecky publikovaných studií, editoval sborníky The Legacy of Alan Turing (Oxford University Press, 1996) a Reading Hume on Human Understanding (Oxford University Press, 2002). Připravil kritické vydání Humova An Enquiry Concerning Human Understanding v edici Oxford World's Classics (Oxford University Press, 2008) a spravuje internetový (...)
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  3. Induction.Peter Millican - manuscript
    The word ‘induction’ is derived from Cicero’s ‘inductio’, itself a translation of Aristotle’s ‘epagôgê’. In its traditional sense this denotes the inference of general laws from particular instances, but within modern philosophy it has usually been understood in a related but broader sense, covering any non-demonstrative reasoning that is founded on experience. As such it encompasses reasoning from observed to unobserved, both inference of general laws and of further particular instances, but it excludes those cases of reasoning in which the (...)
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