The Everything Equation

Monograph

Section Appendix H.1

Problems

Standard Model of Particle Physics

Law-level derivation of the Standard Model gauge group, fermion content, anomaly cancellation, and family multiplicity from Tier–0 closure and admissibility.

Grand Unified Theory

Structural derivation of an admissible grand unified gauge group via determinant closure and law-level rigidity.

Section Appendix I.1

Problems

Navier–Stokes Global Regularity

Closure mechanism controlling high-frequency surplus yields regularity and boundedness in 3D Navier–Stokes.

Section Appendix I.3

Problems

Arrow of Time and Time Asymmetry

Emergence of irreversible time asymmetry from spectral thermodynamics and law-level energy constraints.

Section Appendix I.4

Problems

Quantum Gravity and Spacetime Structure

Lawful emergence of spacetime dimensionality, null structure, and causal geometry via recursive gauge collapse and stability selection.

Section Appendix J.1

Problems

What Is a Physical or Mathematical Law?

Lawhood is characterized by ΩΔ∂-closure, admissibility, and fixed-point stability rather than phenomenological fit.

Section Appendix J.2

Problems

Foundations of Mathematical Lawhood

Mathematics arises as closure-stable, fixed-point admissible structure governed by the Everything Equation.

Section Appendix J.3

Problems

Cosmological Constant Problem

Vacuum energy control via the canonical Λ-field and universal spectral budget constraints.