Cover Image

Yang–Mills Existence and Mass Gap: A Constructive Proof via Lattice Gauge Theory and B4 Root System Classification

Fuente: Zenodo

Saved in:

Bibliographic Details
Main Author:	Brown, Edward
Format:	Recurso digital
Published:	Zenodo 2026
Subjects:	Yang-Mills mass gap lattice gauge theory Borel summability onstructive quantum field theory B4 root system Millennium Prize
Online Access:	Acceder al recurso
Tags:	Add Tag No Tags, Be the first to tag this record!

Similar Items

Unified Field Theory and Yang–Mills Existence with Mass Gap
by: 高, 小飞
Published: (2026)

Phase Closure on the Planck Lattice: A Conditional Proof of the Yang–Mills Mass Gap
by: Clark, Robert M.
Published: (2026)

Vacuum-sector mass gap for the local gauge-invariant sharp-local Yang–Mills net
by: Maley, Amos Jay
Published: (2026)

The thinking of the Yang-Mills existence and mass gap problem: Part 1, Topological Quantum Field Theory and Algebraic Geometry Path to Yang-Mills Existence and Mass Gap Issue
by: ZHOU, changzheng, et al.
Published: (2025)

Uniform Spectral Gap and Renormalization Stability in Lattice Yang–Mills Theory
by: Simita Roland
Published: (2026)

Heat Kernel Sandwich Yields Sheet Tension and a 4D Yang Mills Mass Gap
by: Maloney, Matthew William
Published: (2025)

An Explanation of the Yang–Mills Mass Gap via the Coherent Unified Field from a Virtual Universe Perspective
by: Yi, Zhongning
Published: (2026)

CFP-MCFP Complete Theorem Proofs: 78 Slides with Lean 4 Proof Details
by: Mr. NeC B.V.
Published: (2026)

Yang-Mills Existence and Mass Gap
by: Keen, Joseph
Published: (2026)

Yang-Mills Existence and Mass Gap via Self-Adjoint Gauge Persistence (Canonical Lane)
by: HautevilleHouse
Published: (2026)

Topological Origin of the Mass Gap in Topological Gauge Duality D; Exploring the Universality of the Three-Criteria Framework
by: zhou, changzheng, et al.
Published: (2025)

Relational Three-Space Geometry: Framework v6.0
by: Niko, Jean-Paul
Published: (2026)

Yang--Mills Mass gap solution for clay
by: Hoey, BENJAMIN
Published: (2026)

Hamiltonian Reduction, Dual-Entropy Lyapunov Control, and the Yang–Mills Mass-Gap Problem
by: Caffagni, Andrea
Published: (2026)

CFP-MCFP Complete Theorem Proofs: Riemann Hypothesis, Goldbach, Beal, Collatz and 33 Related Results (v2)
by: Mr. NeC B.V.
Published: (2026)

Four-Dimensional Yang–Mills via the Sigma-Lattice Operator Algebra: Reflection Positivity, Transfer Matrix, and Continuum Mass Gap
by: Jasinski, Adrian
Published: (2025)

Structural Mass Emergence Theorem (SMET): A Classificatory Framework for Non-Perturbative Mass Generation in Quantum Field Theory
by: Arnaldo Adrian, Ozorio Olea
Published: (2026)

Global Regularity of the Three-Dimensional Navier–Stokes Equations via Spectral Gap and Frequency Rigidity
by: Rodrigues, Vinicius Ramos
Published: (2025)

Remarks on the dynamical mass generation in confining Yang-Mills theories
by: S. P. Sorella
Published: (2006)

Integrable Models: from Dynamical Solutions to String Theory
by: Elcio Abdalla
Published: (2012)

On the Infrared Behavior of Green´s Functions in Yang-Mills Theory
by: Tereza Mendes
Published: (2007)

The Yang–Mills Addendum
by: Brown, Nicolas Antony
Published: (2026)

Constraint-Driven Closure and the Yang–Mills Mass Gap
by: Maley, Amos Jay
Published: (2026)

P ≠ NP: A Proof via Information Flow Complexity
by: Christian Kilpatrick
Published: (2025)

Regularized Coulomb Gauge
by: Daniel Zwanziger
Published: (2007)

Donaldson-Witten invariants for flows on four manifolds
by: R. Santos-Silva
Published: (2007)

Riemann Hypothesis via Spectral Operator: Self-Adjoint H_D with 5 Million Zeros Verified
by: Daugherty, Bryan, et al.
Published: (2026)

Yang mills
by: Boren, Daniel
Published: (2026)

Some classical properties of the non-abelian Yang-Mills theories
by: J.A. Sánchez-Monroy
Published: (2010)

Emergent Yang–Mills Dynamics and Confinement from a Granular Entropic Network
by: Sekanina, Štěpán
Published: (2026)

The topological necessity of the mass gap
by: Goussey, Dirk
Published: (2026)

A Local Non-Abelian Gauge Invariant Action Stemming from the Nonlocal Operator F(D2)-1F
by: D. Dudal
Published: (2007)

Gribov Ambiguities in the Maximal Abelian Gauge
by: J.A. Gracey
Published: (2007)

Discrete Scalar Spacetime: Topological Origin of Mass and Quantum State
by: Okuma, Yuichi
Published: (2026)

Geometric Boundary Projection (CQM like mass model) 54 baryons MAPE less than 0.4% RMSE less than 18 Zero free Parameters
by: Richardson, Jason
Published: (2026)

A Lean 4 Proof Architecture for a Normalized 4D Mass Gap Theorem Phase 3 Spectral Gap Formalization and External-Audit Boundary
by: Itakura, Hidetoshi
Published: (2026)

CFP-MCFP: Machine-Verified Proofs of Riemann Hypothesis, Goldbach, Yang-Mills, Fermat, Beal, Collatz — Lean 4 Theorem Prover
by: Salden, Alfons H.
Published: (2026)

Differential Algebraic Framework for Quantum Chromodynamics: A Constructive Approach to Non-Perturbative QCD
by: liu, shifa
Published: (2026)

Closure Forces the Clock: Matter, Antimatter, and the Loop-Obstruction Trichotomy of B₃₁
by: Stenberg, Selina
Published: (2026)

Paper V Glueball Harmonics and the Yang-Mills Mass Gap: A Physical Derivation from QCD Confinement Geometry
by: Schulz, Matthew
Published: (2026)