AfterMath

Dive into the fascinating intersection of mathematics and psychology as Edward Frenkel explores Carl Jung's Collective Unconscious. Discover how mathematical concepts are tied to archetypes, especially the intriguing archetype of Flat Space. Frenkel delves into the shadow integration process, urging self-awareness and accountability. The discussion weaves through historical insights and the relevance of non-Euclidean geometry, making a compelling case for how understanding these dimensions can enrich our perception of reality.

This intriguing discussion dives into how mathematics, quantum physics, and psychology intertwine to reveal a deeper connection among our minds. The contrasting permanence of math and the evolving nature of physical theories are explored. Concepts like Euclidean and non-Euclidean geometry demonstrate unity, while Einstein's ideas introduce the notion of curved space-time. Schrödinger’s insights on consciousness hint at a shared experience among individuals, raising thought-provoking questions about reality and existence.