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    Jon Barwise — Carmelics
    Thinkers/Jon Barwise
    JB

    Jon Barwise

    contemporaryAnalytic Philosophy, Mathematical Logic

    1942 – 2000

    Jon Barwise (1942–2000) was an American logician and philosopher of mathematics known for his foundational work in model theory, situation semantics, and the logic of information. He made major contributions to the formal study of natural language meaning and pioneered the use of non-well-founded set theory in semantics and computer science.

    WWikipediaSEPStanford Encyclopedia

    Notable Achievements

    1

    Co-developed situation semantics with John Perry as an alternative to possible-worlds semantics

    2

    Pioneered admissible sets and infinitary logic in model theory

    3

    Applied non-well-founded set theory (with Peter Aczel) to circular phenomena in semantics and computation

    4

    Co-authored 'Generalized Quantifiers and Natural Language' advancing formal semantics

    5

    Developed the theory of information flow underlying Discourse Representation Theory connections

    Positions & Arguments(2)

    Philosophy of Language

    claim

    The accessibility relation between DRSs is not stipulated but is entailed by the semantics of the DRS language

    Modality & Possibility

    claim

    The accessibility relation between DRSs is not stipulated but is entailed by the semantics of the DRS language

    claim

    The apparent multiplication of word-tokens from a single inscription based on different readings is not a genuine mereological multiplication of entities

    At a Glance

    Ideas

    2

    Topics

    2

    Era

    contemporary

    Tradition

    Analytic Philosophy, Mathematical Logic

    Topic Influence

    Modality & Possibility2
    Philosophy of Language1

    Related Thinkers

    Immanuel Kant2 sharedDavid Lewis2 sharedBertrand Russell2 sharedAristotle2 sharedPlato2 sharedvan Fraassen2 sharedDavid Hume2 sharedLudwig Wittgenstein2 shared

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