Ken Williford: Mathematical Phenomenology: Prospects & Challenges
Автор: Mathematical Consciousness Science
Загружено: 2025-11-15
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This talk was presented at the State of the Art in Mathematics and Phenomenology Workshop of the Bamberg Mathematical Consciousness Science Initiative (BAMΞ). Cf. https://www.uni-bamberg.de/en/bamxi/r....
This workshop is part of BAMΞ's Mathematical Phenomenology Sprint, cf. https://bamxi.org/research-activities....
Abstract: What features of consciousness are the most salient phenomenologically? Are these features amenable to non-trivial mathematical description? I discuss some of the challenges facing the effort to mathematically characterize four phenomenologically important (and arguably essential) features of consciousness: intentionality, synchronic unity, diachronic unity (or time-consciousness) and subjectivity (incl. pre-reflective self-consciousness and point-of-view). I close with some reflections on the very idea of finding a unique and essential mathematical characterization of consciousness.
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