The UNNS Blog collects reflections, essays, and development notes tracing how recursion evolves across mathematics, art, and computation.
Each post unfolds like a nest — self-referential, expanding from a seed idea into a broader form.
Writing here is not commentary but recursion — thought folded into thought.
Gravity, electromagnetism, and the UNNS view of curvature as recursive syntax
The prompt
Question: “If gravity curves spacetime according to Einstein, why shouldn’t electromagnetism do the same too?”
Answer (paraphrased): “Space doesn’t curve. Geometry is just the way we measure. Curvature is a mathematical trick to predict trajectories, not a real property of space itself.”
When recursion imitates the universe — insights from Chambers XII–XVIII and the τ-Field.
How the Einstein–Rosen bridge anticipated τ-Field recursion and the UNNS grammar of coherence
“When I die, my first question to the Devil will be: what is the meaning of the fine-structure constant?” — Wolfgang Pauli
“There is a number that all theoretical physicists of worth should worry about.” — Richard Feynman