Center for Theoretical Physics

ADDENDUM / SUPPLEMENTARY MATERIAL Experimental Validation of Vacuum Superfluid Viscosity: Micro-Spherical Spin Decay Test in Cryogenic Ultra-High Vacuum (UHV)

We present the formal experimental protocol for the empirical validation of the Monis-tic Theory of the Constructive Photon and the New Thermodynamics, founded on thedirect measurement of the intrinsic dynamic viscosity of the continuous medium (thephoton-oil) within a strictly t...

CP-Odd Information Flow in H → ZZ* → 4ℓ: Imaginary Spin Correlations and Virtuality-Resolved Tomography

CP-Odd Information Flow in H → ZZ* → 4ℓ: Imaginary Spin Correlations and Virtuality-Resolved Tomography We quantify how much CP-odd Higgs information survives compression into spin-correlation moments in H → ZZ* → 4ℓ. In a specified leading-order model, a real ε = a3/a1 deformati...

Weight Concentration and Category Heterogeneity in Precision Higgs Combinations: A Robustness Bound from H → μ⁺μ⁻

Weight Concentration and Category Heterogeneity in Precision Higgs Combinations: A Robustness Bound from H → μ⁺μ⁻ Precision Higgs measurements combine production-sensitive categories under a common signal strength. This paper quantifies how residual category effects change the co...

Geometric Foundations of a Monistic Theory of the Photon: Topological Reconfiguration of Emergent Spacetime

We present a deterministic, strictly three-dimensional (3D), and monistic formalism inwhich emergent spacetime and all StandardModel particles are reduced to geometric andtorsional conformations of a single fundamen-tal entity: the photon. Rejecting non-verifiableextra dimensions...

CP-Odd Information Flow in H → ZZ* → 4ℓ: Imaginary Spin Correlations and Virtuality-Resolved Tomography

CP-Odd Information Flow in H → ZZ* → 4ℓ: Imaginary Spin Correlations and Virtuality-Resolved Tomography We quantify how much CP-odd Higgs information survives compression into spin-correlation moments in H → ZZ* → 4ℓ. In a specified leading-order model, a real ε = a3/a1 deformati...

Permutation Symmetry Selection Rules and Ultraviolet Transfer Suppression in Graph Laplacian Propagators

Permutation Symmetry Selection Rules and Ultraviolet Transfer Suppression in Graph Laplacian Propagators We study transfer between distinct sources in positive, second-order scalar theories whose mass mixing is a graph Laplacian. A ten-vertex shared-anchor graph carries an S₃ × S...

Weight Concentration and Category Heterogeneity in Precision Higgs Combinations: A Robustness Bound from H → μ⁺μ⁻

Weight Concentration and Category Heterogeneity in Precision Higgs Combinations: A Robustness Bound from H → μ⁺μ⁻ Precision Higgs measurements combine production-sensitive categories under a common signal strength. This paper quantifies how residual category effects change the co...

Permutation Symmetry Selection Rules and Ultraviolet Transfer Suppression in Graph Laplacian Propagators

Permutation Symmetry Selection Rules and Ultraviolet Transfer Suppression in Graph Laplacian Propagators We study transfer between distinct sources in positive, second-order scalar theories whose mass mixing is a graph Laplacian. A ten-vertex shared-anchor graph carries an S₃ × S...

Information Flow in H → ZZ* → 4l: Spin-Qutrit Tomography of a Real CP-Even a2 Deformation

Quantum entanglement between massive Z bosons produced in Higgs-boson decays has recently become experimentally accessible at the Large Hadron Collider. In H → ZZ(*) → 4l, the two spin-1 Z bosons form an entangled spin-qutrit system whose polarization and spin-correlation structu...

Truncation uncertainties for accurate quantum simulations of lattice gauge theories

The encoding of lattice gauge theories onto quantum computers requires a discretization of the gauge field's Hilbert space on each link, which presents errors with respect to the Kogut–Susskind limit. In the electric basis, Hilbert space fragmentation has recently been shown to l...

Holographic Metric Impedance and the Resolving Power of Discrete Trigonometry: Analytical Solutions to Evolving Dark Energy, Cluster Mass Bias, Alpha Dipoles, Nanohertz Gravitational Waves, and Degenerate Stellar Collapse

This paper presents a rigorous comparative analysis between continuous Euclidean geometry and Discrete Holographic Trigonometry, demonstrating that persistent observational discrepancies across modern astrophysics arise from continuous spatial oversampling artifacts. Operating wi...

Holographic Metric Impedance and the Resolving Power of Discrete Trigonometry: Analytical Solutions to Evolving Dark Energy, Cluster Mass Bias, Alpha Dipoles, Nanohertz Gravitational Waves, and Degenerate Stellar Collapse

This paper presents a rigorous comparative analysis between continuous Euclidean geometry and Discrete Holographic Trigonometry, demonstrating that persistent observational discrepancies across modern astrophysics arise from continuous spatial oversampling artifacts. Operating wi...

Stellar discs and intermediate-mass black holes in galactic nuclei – I. Fragmenting the disc in an isotropic stellar potential

Abstract The origin of the complex orbital structure of young massive stars at the Galactic centre remains an open question. If these stars formed in a single episode from a gaseous accretion disc, they may initially have constituted a single, coherently rotating stellar disc. We...

Closing the Objectivity Loophole in Bell Tests on a Public Quantum Computer

ABSTRACT We have constructed and run a Bell test of local realism focusing on the objectivity criterion. Objectivity means that the outcomes are macroscopically confirmed by a few observers at each party. The IBM Quantum and IonQ devices turn out to be sufficiently accurate to pa...

Geometric Scale Invariance Across Cosmological Structure Growth, Electroweak Mixing, and Hadronic Mass Scales: A Rigorous Comparative Analysis of Continuous Euclidean vs. Discrete Holographic Trigonometry

This paper addresses several persistent observational tensions across contemporary cosmology, electroweak mixing, and hadronic physics.We demonstrate that discrepancies in cosmic structure growth, flavor mixing unitarity, and fundamental particle mass scalesare not instrumental f...

Geometric Scale Invariance Across Cosmological Structure Growth, Electroweak Mixing, and Hadronic Mass Scales: A Rigorous Comparative Analysis of Continuous Euclidean vs. Discrete Holographic Trigonometry

This paper addresses several persistent observational tensions across contemporary cosmology, electroweak mixing, and hadronic physics.We demonstrate that discrepancies in cosmic structure growth, flavor mixing unitarity, and fundamental particle mass scalesare not instrumental f...

Holographic is Hamiltonian, relatively

Abstract We show that a relative holographic energy coincides with the relative Hamiltonian energy.

Optically induced Faraday–Goldstone waves

Faraday waves, typically observed in driven fluids, result from the confluence of nonlinearity and parametric amplification. Here we show that optical pulses can generate analogous phenomena that persist much longer than the pump time-scales in ordered quantum solids. We present...

Stochastic tensor contraction for quantum chemistry

Many computational methods in ab initio quantum chemistry are formulated in terms of high-order tensor contractions, whose cost determines the size of system that can be studied. We introduce stochastic tensor contraction to perform such operations with greatly reduced cost, and...