The Transcendental Subject and the Diversity of Cognitive Frameworks.

The author argues that mathematics develops through interaction among partial transcendental subjects that correspond to a specific established theory and a meta-subject that is an "inventor" of new theories and approaches. He suggests that this twofold structure has a close similarity to Kantian tr...

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Published in:Russian Studies in Philosophy Vol. 50; no. 4; pp. 43 - 56
Main Author: Krichevets, Anatolii N.
Format: Article
Published: Taylor & Francis Ltd Spring2012
Subjects:
Online Access:View this record in EBSCOhost
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        au: Krichevets, Anatolii N.
        affil: Psychology Faculty, Lomonosov Moscow State University
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        Transcendentalism (Philosophy)
        Cognition
        Inventors
        Philosophy & science
        Structural frames
        Philosophy of mathematics
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          Transcendentalism (Philosophy)
          Cognition
          Inventors
          Philosophy & science
          Structural frames
          Philosophy of mathematics
      ab: The author argues that mathematics develops through interaction among partial transcendental subjects that correspond to a specific established theory and a meta-subject that is an "inventor" of new theories and approaches. He suggests that this twofold structure has a close similarity to Kantian transcendental subject.
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