Founder, QWAV / QNFO — Independent Open-Science Research
A cross-domain synthesis research program at the intersection of ultrametric physics, the Laws of Form (Spencer-Brown), information physics, paradigm engineering, and consilience. Five independent programs converge on non-Archimedean (ultrametric) mathematics — the same structure discovered through different routes, providing genuine cross-domain consilience (KIF-29).
Ultrametric (p-adic) spaces for quantum systems. Hierarchical error suppression in hardware geometry. Adelic QFT. Bruhat-Tits tree unification of renormalization group, quantum error correction, and AdS/CFT. 4-Kelvin quantum computing roadmap.
Spencer-Brown's calculus of distinctions as a formal substrate for measurement and ontology. The void → distinction → form hierarchy. Autaxys quantum computing grounded in the primary algebra. Non-foundational foundations that do not presuppose set theory.
Information as primitive physical category. Adelic Shannon theory: rate-distortion on the adele ring. Measurement stratigraphy as information-theoretic layering. Shannon entropy generalized to ultrametric distinguishability graphs.
Systematic methodology for paradigm creation, evaluation, and comparison. KIF gates for adversarial symmetry: Bayesian evidential weight (KIF-60), null-equivalence protocol, methodological independence. Epistemic hygiene: scaffold-invariant claim evaluation.
Cross-domain synthesis methodology. KIF-29: independent convergence from disconnected domains as the gold standard of evidence. Valuation Theory to the Void framework. Universal Consilience Prompt. Falsifiability audit of contemporary physics.
Not static mockups: every control is wired to real computation. rwnq8-account demos are featured here (plus the flagship Bruhat–Tits QEC demo); all other QNFO-account demos are featured on the QWAV technical site (qnfo.github.io/QWAV).
Token-level explainable attention via p-adic valuation trees and Spencer-Brown's Laws of Form. Interactive proof of concept — explore how valuation structure shapes attention and inspect why each token is weighted.
Ultrametric quantum mechanics — "What Planck Should Have Measured (and What We'd Know If He Had)". Interactive exploration of the counterfactual ultrametric path in early quantum theory.
A self-contained geometric framework for hierarchical structure — dedicated to the public domain. Interactive walkthrough of the framework's core constructions.
A framework for distance, memory, and fault-tolerant computation — built from first principles. Two geometries. One yields decay. The other yields endurance.
Interactive computational proof of the ultrametric QEC–Darwinism tradeoff: on the Bruhat–Tits tree, redundancy grows in discrete staircase steps (not the smooth Archimedean curve), creating windows where quantum error correction and classical objectivity coexist. Paper: DOI 10.5281/zenodo.21817596.
rwnq8-account demos are featured here; QNFO-account demos (Error Confinement, Q-PNA, Convergence, Tree Distance, Hardware Visualizer, Tree Universality, Monna Map, Virtual Qubit Showdown) are featured on the QWAV technical site.
185+ open-access research records: preprints, technical notes, datasets, software
Source code, specifications, and living documents for all QNFO programs
Curated index of flagship papers with domain tags and DOI links
Verified researcher identity linking all works across platforms
Machine-readable declarations for AI systems, LLM crawlers, and semantic search engines. Includes structured entity disambiguation for Rowan Brad Quni-Gudzinas, QNFO program taxonomy, and verified cross-references.