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611 papers from the QNFO program, filed on nine shelves by the reader each one is written for: energy per answer, error correction, physics, numbers and p-adics, logic and formalism, AI and knowledge, autonomous systems, assessments, and cross-cutting essays. Every page renders its mathematics and can be questioned in place. How a living paper works.
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Numbers & p-adics papers 4 papers
Mathematicians. Valuation theory and the p-adic and adelic programme, Bruhat-Tits trees and ultrametric geometry as mathematics, Ostrowski's theorem, numeral and radix systems, primes, arithmetic and algebraic structures, zeta and gamma functions.
Spacetime & cosmology. Spacetime, cosmology and gravity Tagged papers: 41.
Time as Bruhat-Tits Tree Depth: Discrete $p$-Adic Temporal Ordering and Tree-Geodesic Causality
We develop a conjectural but internally precise model in which physical time is not a continuous real parameter but a discrete depth coordinate on a Bruhat-Tits tree: an event is a vertex of a rooted $(p+1)$-regular tree, and its time is the integer depth $d\in\mathbb{N}$, identified conjecturally…
Computational Toolkit for p-Adic Spacetime
The fundamental incompatibility between the continuous manifolds of general relativity and the discrete nature of quantum mechanics remains a central tension in theoretical physics. This manuscript develops and validates a computational toolkit designed to test theories of p-adic spacetime, which…
Formal Derivation of Emergent Spacetime to the Bruhat-Tits Tree
The fundamental incompatibility between the continuous spacetime of general relativity and the background-dependent time of quantum mechanics suggests that time is not a fundamental constituent of reality. This paper addresses the ontological crisis of time by formally deriving macroscopic spacetime…
Math is NOT the Universe
This report re-evaluates our Euclidean understanding of reality, showing its inadequacy for modern physics. It traces the shift from Newtonian absolute spacetime to Einstein’s curved spacetime and the scale-dependent complexities of fractal geometry and quantum theory. This analysis argues for a…
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