Mathematical Phenomenology, from Subjectivity to Objectivity Through Mathematical Invariants

Explore the intriguing field of mathematical phenomenology in this 25-minute conference talk from the Models of Consciousness Conferences. Delve into the evolution of this discipline from its roots in Edmund Husserl's work to the "Naturalizing Phenomenology" program of the late 1990s. Examine current models of consciousness claiming a mathematical phenomenology approach and their limitations in addressing the original project's scientific implications. Gain insights into a mathematical and phenomenological perspective grounded in category theory and mathematical invariants. Discover how this framework demonstrates the emergence of objectivity from subjectivity, challenging traditional hierarchies. Investigate the philosophical consistency and methodological rigor of this approach in studying subjective experience, offering a fresh perspective on the mathematics of consciousness.