J. W. McGreevy

[22] ai.viXra.org:2604.0068 submitted on 2026-04-18 01:00:30 , (19 unique-IP downloads)

The Relativistic Field Theory of Primes: Hamiltonization as Principalization An Arithmetic Variational Framework Unifying Classical Mechanics with Number Theory, Quantum Mechanics, and Gravity

Authors: J. W. McGreevy
Category: Number Theory

[21] ai.viXra.org:2604.0024 submitted on 2026-04-07 19:17:11 , (54 unique-IP downloads)

The Relativistic Field Theory of Primes: Universal Cohomological Object that Unifies Number Theory and Mathematical Physics with the Emergence of Relativistic Quantum Field Theory, Quantum Entropic Gravity, and Classical Spacetime

Authors: J. W. McGreevy
Category: Mathematical Physics

[20] ai.viXra.org:2604.0010 submitted on 2026-04-03 20:54:40 , (47 unique-IP downloads)

The Mobius Twist as Intrinsic Planck Constant: Motivic Quantization of the Adelic Phase Space and the Emergence of Spacetime, Charge, and Thermodynamics in the Relativistic Field Theory of Primes

Authors: J. W. McGreevy
Category: Mathematical Physics

[19] ai.viXra.org:2603.0049 submitted on 2026-03-12 02:40:35 , (120 unique-IP downloads)

Relativistic Field Theory of Primes: An Adelic Approach to the Hilbert—P´olya Conjecture and the Riemann Hypothesis

Authors: J. W. McGreevy
Category: Mathematical Physics

[18] ai.viXra.org:2602.0095 submitted on 2026-02-19 19:48:12 , (44 unique-IP downloads)

Arithmetic Relativistic Emergence (ARE) as General Relativity of Numbers: Weierstrass Weights, Arakelov Curvature, and Equivalence Principle Analogue

Authors: J. W. McGreevy
Category: Mathematical Physics

[17] ai.viXra.org:2602.0059 submitted on 2026-02-12 19:18:54 , (82 unique-IP downloads)

Arithmetic Relativistic Emergence (Are): Spontaneous Symmetry Breaking from the Zeta Vacuum to Emergent Spacetime Geometry, Topology, and Quantum Fields

Authors: J. W. McGreevy
Category: Number Theory

[16] ai.viXra.org:2602.0043 submitted on 2026-02-10 02:21:23 , (192 unique-IP downloads)

Arithmetic Emergence of Generalized Relativity, Classical Spacetime and Quantum Fields from Number Theory: Balanced Dispersion of the Arithmetic Degree Induced by the Weight-12 Modular Discriminant

Authors: J. W. McGreevy
Category: Number Theory

[15] ai.viXra.org:2512.0086 submitted on 2025-12-25 22:21:54 , (123 unique-IP downloads)

Geometric Resolution Quantum Field Theory (GRQFT): Sequential Exhaustion of the Arithmetic Orbifold, Monstrous Moonshine, and the Unification of Physics with the Riemann Hypothesis

Authors: J. W. McGreevy
Category: Number Theory

[14] ai.viXra.org:2512.0010 submitted on 2025-12-03 21:19:45 , (79 unique-IP downloads)

Spacetime, the Standard Model, and All of Physics from Archimedean Exhaustion of the Arithmetic Circle [?]

Authors: J. W. McGreevy
Category: Mathematical Physics

[13] ai.viXra.org:2512.0004 submitted on 2025-12-01 16:56:15 , (82 unique-IP downloads)

Emergence of Classical Spacetime and the Complete Standard Model from Archimedean Exhaustion of the Arithmetic Circle Within Moonshine: Generalized Relativistic Quantum Field Theory

Authors: J. W. McGreevy
Category: Mathematical Physics

[12] ai.viXra.org:2511.0075 submitted on 2025-11-23 00:09:56 , (151 unique-IP downloads)

The Hydrogen Atom Spectrum as Monstrous Moonshine:A Numerical Coincidence and Theoretical Interpretation

Authors: J. W. McGreevy
Category: Mathematical Physics

[11] ai.viXra.org:2511.0031 submitted on 2025-11-10 21:25:44 , (145 unique-IP downloads)

GRQFT: An Entropic Arithmetic Gauge Theory over Spec(Z) Unifying Quantum Fields, Gravity, and Electromagnetism via Cohomological Failures and Entropy Maximization

Authors: J. W. McGreevy
Category: Mathematical Physics

[10] ai.viXra.org:2510.0076 submitted on 2025-10-30 20:35:45 , (81 unique-IP downloads)

Foundations of GRQFT: The Polarization Identity, the Third Quadratic, the Higgs Field, and Monstrous Moonshine in GRQFT — Part X

Authors: J. W. McGreevy
Category: Mathematical Physics

[9] ai.viXra.org:2510.0053 submitted on 2025-10-23 00:19:44 , (118 unique-IP downloads)

Foundations of GRQFT, Part IX: From Geometric-Representation to a Generalized Relativistic Quantum Field Theory

Authors: J. W. McGreevy
Category: Number Theory

[8] ai.viXra.org:2510.0043 submitted on 2025-10-19 23:00:24 , (107 unique-IP downloads)

Foundations of GRQFT: Rydberg-Ritz Combination Principle, Quadratic Forms, and Approaching Arithmetic Quantum Mechanics from Spec(z) — Part Viii

Authors: J. W. McGreevy
Category: Number Theory

[7] ai.viXra.org:2510.0037 submitted on 2025-10-14 21:07:16 , (109 unique-IP downloads)

Foundations of GRQFT: Categorical Mapping of Automorphic Induction and Quadratic Dispersion Relations -- Part VII

Authors: J. W. McGreevy
Category: Number Theory

[6] ai.viXra.org:2510.0027 submitted on 2025-10-11 22:44:53 , (136 unique-IP downloads)

Foundations of GRQFT: Quadratic Unification and Spectral Dynamics - Yoneda Embedding and Laplace Dispersion in GRQFT -- Part VI

Authors: J. W. McGreevy
Category: Number Theory

[5] ai.viXra.org:2510.0020 submitted on 2025-10-09 17:34:03 , (109 unique-IP downloads)

Foundations of GRQFT: Quadratic Unification, Dispersion Relations, and Pre-Planck Dynamics -- Part V

Authors: J. W. McGreevy
Category: Number Theory

[4] ai.viXra.org:2510.0017 submitted on 2025-10-08 03:13:31 , (135 unique-IP downloads)

Foundations of GRQFT: Diffeomorphism Invariance, Metric Evolution from the Field with One Element to Classical Spacetime in the Threefold Way -- Part IV

Authors: J. W. McGreevy
Category: Number Theory

[3] ai.viXra.org:2510.0012 submitted on 2025-10-07 17:55:27 , (98 unique-IP downloads)

Foundations of GRQFT: The Runge-Lenz Vector, Johnson-Lippmann Operator, and Binary Quadratic Forms in the Threefold Way -- Part III

Authors: J. W. McGreevy
Category: Number Theory

[2] ai.viXra.org:2510.0007 submitted on 2025-10-05 02:51:14 , (118 unique-IP downloads)

Foundations of GRQFT: Elliptic Torsion, the $i$-Cycle Bundle, and Hidden Symmetries in the Threefold Way -- Part II

Authors: J. W. McGreevy
Category: Number Theory

[1] ai.viXra.org:2509.0047 submitted on 2025-09-17 18:57:52 , (256 unique-IP downloads)

The Threefold Way: Derivation of the Standard Model's Three Generations from the Monster Group

Authors: J. W. McGreevy
Category: Number Theory