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    Hauser — Carmelics
    Thinkers/Hauser
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    Hauser

    contemporaryAnalytic Philosophy of Mathematics

    Hauser is a contemporary philosopher of mathematics known for critical engagement with platonist arguments in the philosophy of mathematics. His work examines the epistemological foundations of mathematical realism and the limitations of elimination-style arguments for abstract objects.

    Notable Achievements

    1

    Critiqued Jerrold Katz's argument by elimination for mathematical platonism

    2

    Contributed to debates on the epistemology of abstract objects

    3

    Analyzed structuralist and platonist positions in philosophy of mathematics

    Positions & Arguments(1)

    Skepticism

    claim

    Katz's argument by elimination for platonism fails

    Truth & Knowledge

    claim

    Katz's argument by elimination for platonism fails

    At a Glance

    Ideas

    1

    Topics

    2

    Era

    contemporary

    Tradition

    Analytic Philosophy of Mathematics

    Topic Influence

    Truth & Knowledge1
    Skepticism1

    Related Thinkers

    David Lewis2 shared
    Immanuel Kant
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    Boyd2 shared
    Brian Skyrms2 shared
    Stathis Psillos2 shared
    Bertrand Russell2 shared
    David Hume2 shared
    Aristotle2 shared

    Dive Deeper

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