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  1. sites.google.com › site › nicholasadibellaNicholas DiBella - Google Sites

    I am an Intelligence Community Postdoctoral Research Fellow in the Department of Philosophy at Carnegie Mellon University. My current research develops methods to improve reasoning...

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    • Dr. Nicholas Dibella, MD, Oncology | Aurora, CO | WebMD
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  3. bilnews.bilkent.edu.trFACULTY Q&A: Interview With Asst. Prof. Nicholas DiBella

    Oct 7, 2019 · Nicholas DiBella joined the Department of Philosophy in 2018. He received a BS in physics from the Massachusetts Institute of Technology in 2009 and a PhD in philosophy from Stanford University in 2018. He was born in New York, grew up in Florida, and loves pizza.

  4. www.academia.edu › 115791912 › Cantor_Choice_and_Paradox(PDF) Cantor, Choice, and Paradox | Nicholas DiBella -...

    Nicholas DiBella. 2024, The Philosophical Review. I propose a revision of Cantor's account of set size that understands comparisons of set size fundamentally in terms of surjections rather than injections.

    • Nicholas Dibella

  5. www.imdb.com › name › nm0225109Nicholas DiBella - IMDb

    Nicholas DiBella is known for Wildflower (2014), Cherry Crush (2007) and King's Faith (2013).

    • Writer, Director, Producer
    • Nicholas DiBella

  6. philpeople.org › profiles › nicholas-dibellaNicholas DiBella (Carnegie Mellon University) - PhilPeople

    Nicholas DiBella is a post-doctoral fellow at Carnegie Mellon University. They are interested in Metaphysics and Epistemology, Science, Logic, and Mathematics, and Philosophy of Probability.

  7. esp.mit.edu › teach › teachersMIT ESP - Nicholas DiBella

    Nicholas DiBella (1988 -- ), born almost seventeen years ago at the age of eleven, has for the past three decades been a source of inspiration to all aspiring axiomatic-theoretic-bassoonical physicists.

  8. philpapers.org › rec › DIBFILNicholas DiBella, Fair Infinite Lotteries, Qualitative...

    Nicholas DiBella. Philosophy of Science 89 (4):824-844 ( 2022 ) Copy BIBTEX. Abstract. A number of philosophers have thought that fair lotteries over countably infinite sets of outcomes are conceptually incoherent by virtue of violating countable additivity.