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Results for “topological” 11 papers
Standard model. Particles, gauge structure and couplings Tagged papers: 56.
The Zitterbewegung Current Correlator as a $\mathbb{Z}_2$ Invariant: Vanishing ZBW Signal as a Hardware-Level Diagnostic of the Majorana Condition
Certifying that a candidate excitation in a topological-qubit device is a true Majorana zero mode rather than an ordinary Dirac fermion or a trivial Andreev bound state remains an unsolved hardware-level problem, and the same Dirac-versus-Majorana question has consumed decades of effort in neutrino…
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…
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…
Braid Group Representations, Modular Data, and the Classification of Majorana Zero Mode Fusion Rules in Two-Dimensional Topological Superconductors
Majorana zero modes (MZMs) bound to vortices of a two-dimensional topological superconductor (2D TSC) realize non-Abelian anyons whose exchange is described by a projective representation of the braid group $B_N$. The associated anyon theory is encoded in a modular tensor category (MTC) with fusion…
The Boson/Fermion Distinction: Spin-Statistics as Structural Invariant
The textbook dichotomy between bosons and fermions is commonly presented as a primitive classification of nature, with the spin-statistics theorem as its iron law. This paper argues that the dichotomy is a derived, dimension-dependent shadow of a single structural relation: the exchange phase of…
Hamiltonian Engineering of Topological Deconfinement in Weyl Semimetals
The theoretical existence of the magnetic monopole has long represented a foundational prediction in physics, with significant implications for technology. However, astrophysical constraints (the Parker Bound) render the extraction of cosmic monopoles physically and economically non-viable. This…
Relativistic Topological Superfluid
Standard cosmological models assume a static vacuum energy density, yet this premise conflicts with the renormalization group flow of quantum field theory and the fine-tuning required for dark energy. Simultaneously, high-energy astrophysical observations impose a strict “glass floor” on Lorentz…
Resonant Spinor Topology and the Vacuum Horizon
Standard chemical models assume a scalar accumulation of protons defines periodicity. However, the breakdown of group homology in superheavy elements remains unexplained by electrostatics alone. Here, the periodic table is re-derived as a topological manifold of relativistic spinor modes generated…
THERMODYNAMIC GENESIS OF THE STANDARD MODEL
This paper investigates the thermodynamic viability of the Base State-Disturbance ontology, which posits that the Standard Model emerges from a topological phase transition in the early universe. We hypothesize that the vacuum is the ground state of a Rank-42 Walker-Wang model derived from the…
Superfluid Vacuum Theory
The historical incompatibility between general relativity and quantum mechanics is identified not as a fundamental paradox of nature, but as an artifact of the “binning error”—the methodological fallacy of mistaking emergent topological stability for fundamental discreteness. This paper proposes a…
Strange Loop Formal Derivation
This paper presents a rigorous mathematical derivation of the Standard Model of particle physics as the unique, stable solution to a universal fixed-point equation. Starting from the Principle of Informational Stability—the axiom that the universe must preserve information to sustain stable…
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