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Physics papers 83 papers
Physicists. Quantum mechanics and its foundations, qubit and device physics, decoherence and leakage, entanglement, anyons and topological matter, superconductivity, thermodynamics of physical systems, spacetime, cosmology and quantum biology.
Quantum foundations. Measurement, Born rule, interpretation Tagged papers: 105.
Decoherence as a Ubiquitous Consciousness‑Driven Collapse: Analytical Comparison with Standard Environmental Decoherence
The measurement problem and the hard problem of consciousness are often treated as separate philosophical challenges. A growing line of speculation proposes that consciousness itself induces wavefunction collapse, implying that collapse could occur continuously throughout the universe wherever…
Can Finite‑Group Topological Quantum Field Theories Generate Continuous Standard‑Model Gauge Symmetry?
The Standard Model (SM) requires a continuous gauge group $SU(3)\times SU(2)\times U(1)$ with infinitely many charge sectors, while finite‑group Walker‑Wang constructions provide only finitely many superselection sectors. Existing proposals therefore face a gap: no demonstration that a finite‑group…
p‑adic Spacetime and the Evading of Lorentz‑Invariance No‑Go Theorems
The incompatibility between a discrete quantum substrate and the continuous Lorentz‑invariant manifolds of general relativity has motivated a series of no‑go theorems that forbid locally finite, Poincaré‑invariant networks on Archimedean Minkowski space. These theorems block the construction of…
Time as a Nested Ultrametric Hierarchy of Cycles: Formalization, Scaling, and Testable Predictions
Physical time is usually represented as a continuous Archimedean line, yet every operational clock is a periodic process and these processes nest across many orders of magnitude. Existing work on nested frozen‑state hierarchies in kinetically constrained quantum models, ultrametric order‑parameter…
Wheeler‑DeWitt Zero‑Mode: A Structural Test of the Majorana Analogy in Minisuperspace
The Wheeler–DeWitt (WDW) constraint $\hat H\Psi=0$ yields a stationary “zero‑mode” that dominates minisuperspace quantum cosmology. We test the hypothesis that this zero‑mode can be interpreted as a Majorana‑type mode, which would require (i) a particle–hole (self‑conjugate) symmetry, (ii) a…
Superposition as a Projection Artifact of Discrete Tree Geometry
Quantum superposition underpins quantum computing, interferometry, and macroscopic‑superposition experiments, yet its ontological status remains contested, creating a design bottleneck for error‑correction and measurement hardware. Existing models lack a concrete hidden‑variable construction that…
Exchange Symmetry Is an Involution, Not an Idempotent: A Derivation‑Based Fact‑Check
The claim that particle exchange is idempotent, that the two‑particle configuration space is the three‑sphere $S^{3}$, that the spin‑statistics theorem holds without qualification, and that non‑Abelian anyons are idempotent appears in recent speculative notes. This paper addresses the gap between…
Born Rule as Haar Measure on $p$‑Adic Tree Balls: A Structural Derivation and Its Implications for Quantum Statistics
Quantum theory postulates the Born rule without a deeper structural justification, and Bell‑type correlations are usually interpreted as non‑local. This gap hinders deterministic reconstructions of quantum mechanics and inflates the engineering overhead of quantum‑information technologies that must…
Branching Fractal p‑adic Reality as a Replacement for Minkowski Spacetime and Hamiltonian Dynamics
The incompatibility between relativistic spacetime geometry and Hamiltonian quantum dynamics imposes a persistent barrier to a unified physical theory, consuming substantial research resources and limiting predictive power in high‑energy and cosmological regimes. Existing frameworks assume an…
Disaggregating the Photonic‑Substrate Claim: A Falsifiability‑First Audit of Sub‑Hypotheses H1–H4
The proposal that photons constitute a pre‑geometric substrate from which electrons emerge as photonic knots challenges the conventional ontology of three‑dimensional space. Existing literature supplies isolated arguments for representational aspects (e.g., electromagnetic knot solitons) but offers…
Emergent Spacetime and Time from a Static $p$‑Adic Relational Graph
The prevailing view that spacetime and quantum randomness are fundamental continuous entities conflicts with persistent conceptual and technical problems in quantum gravity and cosmology. A static, discrete, non‑Archimedean relational network offers a unified ontological alternative, but…
Global Coherence Constraints in a Web of Measurement Contexts: A Categorical Model, Trilemma, and Empirical Illustration
Contemporary quantum‑foundational research and immersive augmented/virtual reality (AR/VR) systems both require the reconciliation of measurement data obtained in heterogeneous contexts. Existing practice either assumes a hidden, context‑independent state or tolerates incoherent cross‑context data,…
Monna Map Projection of $p$‑adic Trees as a Geometric Origin of Quantum Randomness
Quantum‑mechanical randomness underlies cryptographic key generation, Monte Carlo simulation, and error‑corrected quantum computation. Existing explanations treat the Born rule as a fundamental stochastic postulate, leaving the origin of randomness opaque. A specific gap is the absence of a…
p‑Adic Ancestry Model: A Deterministic Ultrametric Ontology for Quantum Correlations
Entangled particles exhibit Bell‑inequality violations that are normally interpreted as evidence for non‑local influences or many‑worlds branching. A concrete alternative is proposed: the p‑adic ancestry model, in which the ultrametric structure of a p‑adic tree encodes a fixed hidden‑variable…
p‑Adic Common‑Ancestor Geometry as a Deterministic Explanation of Quantum Correlations
Quantum entanglement yields Bell‑inequality violations that challenge local deterministic accounts and motivate many‑worlds or non‑local hidden‑variable theories. A concrete gap remains: no mathematically natural non‑Archimedean model reproduces the observed correlations while preserving locality.…
Does a CPT‑Symmetric $t=0$ Boundary Force the Majorana Condition? A Derivation of the Cross‑Sheet Conjugation Constraint
Neutrinoless double‑beta decay experiments invest tonne‑scale resources to test whether neutrinos are Majorana particles, a question that currently lacks a dynamical explanation. A proposed dynamical origin is a CPT‑symmetric cosmological boundary at $t=0$ that might enforce the Majorana reality…
Reformulating Quantum Mechanics on Bruhat–Tits Trees: A Deterministic Boundary‑Measure Framework
Quantum foundations confront the measurement problem and the postulated Born rule $P_i=|c_i|^2$. Existing platforms—type‑I parametric‑down‑conversion sources delivering $10\;\text{kHz}$ coincidences at $200\;\text{mW}$ pump power [1] and superconducting processors achieving $99.90\%$ single‑qubit…
Superposition as a Projection Artifact of Discrete Tree Geometry: A Deterministic Toy Model for Quantum Statistics
Quantum technologies rely on the Born rule, interference, and Bell‑type correlations, yet the ontological status of superposition remains debated. Existing interpretations either postulate a fundamentally probabilistic wavefunction or invoke many‑world branching, leaving the measurement problem…
When Reconstruction Knowledge Exceeds System Information: Thermodynamic and Algorithmic Limits
Reconstructing a scrambled physical or digital system—such as a burned manuscript, a highly entangled quantum state, or a tomographic image—requires auxiliary information that is not contained in the scrambled object itself. Existing reconstruction techniques often assume that the required knowledge…
A Deterministic Interface Model for Quantum Statistics: Born Rule, Interference, and Measurement-Dependence Budgets for Loophole-Free Bell Correlations
Device-independent quantum key distribution and certified random-number generation derive their security guarantees from the magnitude of Bell violations, and those guarantees are only as strong as the assumption of measurement independence between setting choices and hidden variables. No published…
Local Hilbert-Space Dimension as a Resolution Parameter: Information-Theoretic Bounds for Qudit Quantum Cellular Automata as Substrates of Emergent Holographic Geometry
Discrete models of quantum gravity lack a computable criterion for when their emergent geometry becomes semiclassical, and the system sizes at which quantum cellular automata (QCA) show holographic entanglement structure remain out of reach of exact simulation. We ask whether enlarging the local…
Torsion as a Candidate Geometric Generator of Quantum Phase and Statistics: A Formalization and Falsifiability Analysis
Quantum mechanics rests on postulates—the complex phase of the wavefunction, the quadratic scaling of state-space dimension, and the boson/fermion restriction on exchange symmetry—that are empirically successful but deductively unexplained. A conjecture in current circulation holds that spacetime…
Re‑Deriving Quantum Entanglement from Classical Radon–Nikodým Hydrodynamics: A Formal Falsification Analysis of the Hydrodynamic Stability Hypothesis
Engineers designing quantum‑network hardware and protocol designers optimizing entanglement distribution must treat multipartite entanglement as a scarce resource that enables secret sharing, distributed sensing, and fault‑tolerant computation. The Hydrodynamic Stability Hypothesis (HSH) claims that…
Quantization as Hydrodynamic Relaxation: Eigenstates as Attractor Basins in a Dissipative Madelung Fluid
Quantum measurement is presently modeled as an instantaneous stochastic collapse, a postulate that conflicts with the continuous unitary dynamics of the Schrödinger equation and hampers the error budgets of quantum hardware. A deterministic alternative is proposed: by adding a minimal linear drag…
Operational Circularity of Qubit Ontology: Excitations Defined by Their Own Readout
Quantum hardware engineers certify qubits through a closed calibration loop in which control pulses, readout discriminators, and tomographic validation mutually calibrate one another. Because the calibration model is built from data that depend on the very model being calibrated, the loop is…
Semantic Fidelity: An Operational Measure for Borrowed Quantum Terms and Their Scale of Failure
Quantum‑computing projects routinely import terminology from quantum optics, condensed‑matter physics, and high‑energy theory. When the ontological commitments of a borrowed term diverge from the circuit‑model formalism, engineers may make design decisions that are sub‑optimal or infeasible,…
The Calibration Loop as Fixed Point: Ontological Underdetermination of the Qubit by Its Own Metrology
Engineered qubits are certified through a closed calibration chain in which drive pulses, readout discriminators, and tomographic validation mutually calibrate one another. This self‑referential loop raises the question of whether the physical referent of the qubit label (collective circuit mode,…
Thresholded Readout of Continuous Classical Fields: A Formalization and Counterexample to the Uniqueness Claim for Quantum Mechanics
A family of contemporary foundational programs asserts that reality is a continuum of local deterministic fields and that quantum mechanics is the unique calculus bridging this continuum to discrete measurement outcomes. If that uniqueness claim were correct, research seeking additional physical…
Completion-Invariance of Physical Ontology: The Rational Base Field in Quantum Foundations
We propose and formalize a principle of completion-invariance for physical ontology: since all recorded measurement outcomes are rational numbers, the archimedean completion $\mathbb{R}$ and the non-archimedean completions $\mathbb{Q}_p$ of the rational base field $\mathbb{Q}$ are equally…
Classical Floquet Drives from Quantized Cavity Fields: Error Budgets, Geometric Phases, Gauge Consistency, and Entanglement Bounds at Large Photon Number
Floquet engineering treats periodically driven quantum systems with classical time-periodic Hamiltonians, while cavity quantum electrodynamics (QED) treats the drive itself as a quantized field. The precise connection between the two descriptions beyond weak coupling has remained subtle. Building on…
Algorithmic Graph-Search Design of Heralded Linear Optical Circuits for Multipartite Entanglement: A Reconciled Quantitative Assessment
Heralded multipartite photonic entanglement underpins quantum communication, distributed sensing, and fault-tolerant computation, yet the manual synthesis of linear-optical circuits that generate a prescribed target state remains a combinatorial bottleneck. A recent preprint [1,2] recasts this…
A Pre-Registered Falsification of Deterministic Measurement-Triggered Relaxation
The hydrodynamic re-grounding of quantum mechanics proposes that measurement outcomes arise from a deterministic relaxation of a probability fluid into eigenstate basins, rather than from a discontinuous collapse. A prior adjudication of this program found its central weakness to be the absence of…
Signal-Worker Boundary Confinement: A Corrected Ontology of Surface vs Bulk Transport
The Signal-Worker (S-W) ontology — boson = signal (the delocalized field instruction), fermion = worker (the localized state that performs work) — is the QNFO corpus's proposed decomposition of the wave–particle duality fog. This paper delivers the red-team-hardened correction of that ontology's…
The Compton-Counting Ontology and the Bruhat-Tits Tree
The Compton frequency of a particle, normalized by the Planck frequency, yields a dimensionless rational number --- the Compton count. We argue that this count subsumes every other physical quantity as a rational function, that the physical number system is therefore [\\(\\mathbb{Q}\\)]{.math…
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…
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…
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). Ostrowskis theorem demands all p-adic completions of Q be physically meaningful. This paper provides the epistemological and pedagogical…
Depth, Breadth, and Valuation: A Unified Ontology of the Physical Continuum
Three-axis framework: Depth (computable reals), Breadth (non-computable reals — physically vacuous), Valuation (p-adic completions as information carriers). Falsifiable predications for QEC, gauge structure.
The ℚ-vs-ℝ Question: Why Physical Law Requires Only the Rational Numbers
The QNFO physics programme — spanning the Adelic Physics Program (7 papers), the Ostrowski Programme (30+ artifacts), Hensel Codes (3 versions), and the ultrametric foundation — rests on an assumption that has never been systematically defended: that the rational numbers (ℚ) are the physically…
Finite Specification, Ontological Indeterminism: The Gisin–Del Santo Program Converges with Autaxys Ontological Closure
We examine the Gisin--Del Santo program on finite-precision physics and its convergence with the Autaxys Ontological Closure (OC) framework. The Gisin--Del Santo program argues that (1) physical quantities contain only finite information, (2) real numbers are physically unreal --- they are de facto…
Vanishing ZBW Signal: The ZBW-Majorana Hypothesis as a Unified Framework for Topological Fermion Distinction
The ZBW-Majorana hypothesis, developed across four companion papers (P1--P4), establishes that Zitterbewegung (ZBW) --- the rapid trembling motion of Dirac fermions at the Compton scale --- is a $\mathbb{Z}_2$ topological observable that distinguishes Dirac from Majorana fermions at the hardware…
The Observer Inside the Tree: Can Self-Location in an Ultrametric Structure Resolve the Inside/Outside Schism?
The 29-schisms framework claims to resolve the central schism of quantum foundations — S10, the observer inside vs. outside — by embedding the observer as a node in an ultrametric TREE structure, eliminating the need for an external vantage point. This paper subjects that claim to independent…
Beyond the Qubit: Constructive Paradigms for Post-Particle Computation
If "The Qubit Delusion" diagnosed the epistemic failure at the heart of quantum computing --- the projection of particle ontology onto a relational, field-theoretic reality --- then this companion paper asks the constructive question: what comes next? We begin with an ontological stripping: what…
The Qubit Delusion: How Particle Ontology Sabotaged Quantum Computing
Revised v1.1: Fixed PDF rendering of Unicode dashes and special characters.
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…
Majorana Zitterbewegung Current Correlator: Vanishing ZBW Signal as a Z2 Topological Invariant
Computes the Majorana ZBW current correlator in free-field theory. Shows that the reality condition enforces a vanishing expectation value, establishing a Z_2 topological distinction between Dirac and Majorana fermions accessible via ZBW measurement.
Computational Syntax of Reality
The persistent reliance on continuous, substance-based ontologies in theoretical physics has precipitated a crisis of non-renormalizable infinities, demanding a radical shift toward discrete relational foundations. By shifting to an epistemic foundation built entirely on a finite substrate of…
Meta-Pattern of Reification in Physics
The practice of physics, like all scientific inquiry, operates through a delicate interplay between the observable world and the conceptual frameworks we construct to understand it. At the heart of this interplay lies a persistent cognitive trap: the tendency to mistake our mathematical models,…
Non-Archimedean Syntactic Paradigm for Physics
The prevailing paradigm in modern physics assumes that the universe operates over continuous, Archimedean geometries, leading directly to the widespread belief that quantum information is intrinsically fragile. By projecting fundamentally discrete quantum states onto smooth vector spaces, standard…
REIFICATION AND NON-ARCHIMEDEAN FOUNDATIONS IN THEORETICAL PHYSICS
This synthesis examines the persistent difficulties in contemporary theoretical physics through the lens of the Copernican diagnostic: the proliferation of unobservable entities (virtual particles, dark matter, the inflaton, etc.) signals not that nature is complex but that the descriptive framework…
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