RSam Podcast

Phenomenology, Mathematics & Dreydegger (w/ Jeffrey Yoshimi & Darius Parvizi-Wayne)

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Dec 22, 2024
Prof. Jeffrey Yoshimi, a cognitive science expert from UC Merced, and PhD candidate Darius Parvizi-Wayne delve into the fascinating intersection of phenomenology and mathematics. They discuss how mathematical methods can enhance phenomenological inquiry, challenging Husserl's critique of modern science. The duo explores flow states through active inference, links Heidegger's thoughts with contemporary cognitive science, and examines self-specification in consciousness. Their dialogue sheds light on the rich interplay between lived experiences and mathematical frameworks.
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INSIGHT

Phenomenology's Origins

  • Husserl, in the early 1900s, established phenomenology as a philosophical approach.
  • The term, however, existed earlier, used by Lambert, Brentano, and Hegel in different contexts.
INSIGHT

Heidegger's Revival of Phenomenology

  • Heidegger believed modern philosophy had forgotten true phenomenological analysis.
  • He aimed to revive this analysis, where phenomena reveal themselves as they are.
INSIGHT

Active Inference and Probable States

  • Active inference, a corollary of the free energy principle, suggests persistent entities occupy probable states.
  • This principle, grounded in statistical physics, explains how organisms minimize surprisal.
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