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Decision Theory Unbound

Noûs 58 (3):669-695 (2024)

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  1. Symmetry, Invariance, and Imprecise Probability.Zachary Goodsell & Jacob M. Nebel - forthcoming - Mind.
    It is tempting to think that a process of choosing a point at random from the surface of a sphere can be probabilistically symmetric, in the sense that any two regions of the sphere which differ by a rotation are equally likely to include the chosen point. Isaacs, Hájek, and Hawthorne (2022) argue from such symmetry principles and the mathematical paradoxes of measure to the existence of imprecise chances and the rationality of imprecise credences. Williamson (2007) has argued from a (...)
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  • Nietzsche on the Eternal Recurrence.Neil Sinhababu - 2025 - Cambridge University Press.
    Table of Contents: 1. The introduction of infinities 2. Gay Science 341, “The greatest weight”, considers infinite value 3. The argument of KSA 11:11:38[12] anticipates Poincaré’s theorem 4. “The Soothsayer” envisions the dark side of eternal recurrence 5. “On Redemption” tells of the will’s struggle with the past 6. “The Stillest Hour” struggles to speak of infinite negative value 7. “On The Vision and the Riddle” envisions the cosmology 8. “The Convalescent” has animals proclaiming recurrence 9. “The Other Dancing Song” (...)
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  • Against Anti-Fanaticism.Christian Tarsney - forthcoming - Philosophy and Phenomenological Research.
    Should you be willing to forego any sure good for a tiny probability of a vastly greater good? Fanatics say you should, anti-fanatics say you should not. Anti-fanaticism has great intuitive appeal. But, I argue, these intuitions are untenable, because satisfying them in their full generality is incompatible with three very plausible principles: acyclicity, a minimal dominance principle, and the principle that any outcome can be made better or worse. This argument against anti-fanaticism can be turned into a positive argument (...)
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