The QNFO familyQNFOQWAVq08PapersAsk
QNFO Papers

Open research library

Papers you can read, cite and question

728 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.

Looking for an answer rather than a paper? Ask the whole corpus: answers cite the papers they come from.

Results for “p-adic” 7 papers

Quantum foundations. Measurement, Born rule, interpretation Tagged papers: 108.

  1. Numbers & p-adicsv1.3.0

    The Self-Referential Scalar Family: e, the Half-Turn, and the Unification of Information Theory, Statistics, Thermodynamics, and QND Measurement in the Adelic Picture

    Standard information theory measures uncertainty at the archimedean place; the adelic program extends it to all completions of the rationals, carrying a p-adic valuation entropy alongside Shannon entropy. This paper shows that the two most familiar distributions of statistical mechanics are already…

  2. Physics

    The Valuation Reading of the Qubit Delusion: Is the Adelic Kernel Load-Bearing?

    The Qubit Delusion (https://papers.qnfo.org/papers/paper-the-qubit-delusion/) argues that the qubit-gate-circuit model of quantum computation imports a particle ontology inconsistent with quantum field theory, and that the field's failure to deliver commercially viable hardware after $35 billion of…

  3. Physics

    Counterfactual Physics: What If p-Adic Methods Had Won?

    The p-adic approach to physics was nearly mainstream. Vladimirov and Volovich developed p-adic quantum mechanics in the 1980s. Freund and Witten connected p-adic string amplitudes to the adelic product formula in 1987. Dragovich extended p-adic methods to cosmology and the Standard Model. Yet by…

  4. Physicsv1.2.0

    The Adelic Physics Program: Epistemological Foundations and Communications Framework

    The QNFO Adelic Physics Program proposes that the physically accessible base field of physics is ℚ (the rational numbers), not ℝ (the real numbers). Ostrowski's theorem — a proven result in number theory — then demands that all p-adic completions of ℚ be physically meaningful, transforming the…

  5. Physicsv1.1.1

    Depth, Breadth, and Valuation: A Unified Ontology of the Physical Continuum

    The standard mathematical ontology of the continuum — the real numbers the real numbers with their uncountable cardinality and Dedekind-complete order — conflates three distinct properties with different physical status. We decompose the continuum into three axes: depth (Archimedean completeness),…

  6. Physicsv1.0.1

    Zitterbewegung as a p-Adic Observable: Ultrametric Readout and Intrinsic Topological Protection for Majorana Qubits

    The Zitterbewegung (ZBW) of a Dirac fermion — the rapid oscillatory motion at the Compton frequency arising from interference between positive- and negative-energy states — has resisted direct experimental observation for nearly a century. The standard interpretation attributes this to the Compton…

  7. Numbers & p-adics

    Functional Decoupling Framework for p-adic Hamiltonian Models of Granular Field Interactions

    The reconciliation of continuous temporal evolution with discrete physical granularity remains a central challenge in theoretical physics, requiring novel mathematical approaches to model localized action within unbroken fields. This study introduces a functional decoupling framework that divides…

New papers by email

One short weekly digest: titles and links. No tracking; unsubscribe any time.

Keep exploring

One body of research, three doors.