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Gendlin's Edge
Eugene Gendlin built a method for thinking from what is felt but not yet expressible. This essay asks what happens when language is no longer the assumed destination, and mathematics, geometry, glyph, gesture, and notation become alternative carriers.
Common Soil: How Frontier AI Reproduces Itself
93 entities and 194 documented relationships across seven channels, people, methods, models, money, machines, data, and evaluation, two ecosystems, 2010–2026.
The Radix and the Apparatus
What if the number system a civilization uses shapes what it can perceive? This essay explores how radix, mathematics, cognition, and measurement influence consciousness, technology, and scientific inquiry, from Babylonian base-60 to binary AI and the limits of modern observation.
Tolerance-Modified Exactness and the Drift Diagnostic
Tolerance-Modified Exactness introduces a tolerance-aware extension of classical homology that measures when topological structure remains coherent under bounded drift. The framework recovers ordinary homology at zero tolerance, proves stability and separation theorems