Step-by-Step Derivation

How the Universe Constructs Itself

This page walks through the macroscopic level of the Ashebo Method — how the same fields that generate particles (valley theory) and gravity (emergent gravity) also drive cosmic structure formation. The universe evolves through feedback loops between compression and energy-release fields, naturally explaining galaxy formation, tidal forces, and spacetime curvature — all without dark matter.

Download Paper (PDF)Mass Gap Derivation Gravity Derivation

Inputs (from lower levels)

  • 1.Compression field φc\varphi_c — sourced by nuclear binding energy (from valley theory)
  • 2.Energy-release field φE\varphi_E — drives expansion and structure (from valley theory)
  • 3.Emergent gravity G=A(t)×R(t)G = A(t) \times R(t) — from baryon asymmetry and He-4 binding
  • 4.Wake effects — from particle motion through fields (from valley theory)

Outputs (cosmic observables)

  • 1.Galaxy formation — via field-driven instabilities, no dark matter needed
  • 2.Tidal forces — macroscopic wake effects (Moon-Earth system)
  • 3.Spacetime curvature — emergent from field gradients (recovers GR)
  • 4.Cosmic filaments — from feedback-amplified field fluctuations

At the microscopic level, the Ashebo Method describes particles as resonance valleys formed by two scalar fields. At cosmological scales, these same fields take on effective roles:

Compression field φc\varphi_c: Sourced by nuclear binding energy. Wherever matter concentrates, φc\varphi_c is locally enhanced. This is the effective cosmological description of the baryon asymmetry A(t)A(t) from the emergent gravity level.

Energy-release field φE\varphi_E: Governs energy dissipation and restoration. This is the effective description of the symmetry restoration R(t)R(t) — the field that drives expansion and redistributes energy.

The cosmological action couples these fields to matter:

Scosmo=∫d4x[12(∂φc)2−12(∂φE)2−V(φc,φE)+Lmatter]S_{\text{cosmo}} = \int d^4x \left[ \tfrac{1}{2}(\partial \varphi_c)^2 - \tfrac{1}{2}(\partial \varphi_E)^2 - V(\varphi_c, \varphi_E) + \mathcal{L}_{\text{matter}} \right]

The crucial sign difference — positive kinetic term for φc\varphi_c and negative for φE\varphi_E — encodes the fundamental asymmetry: compression stores energy while release dissipates it. This asymmetry is the engine that drives all cosmic evolution.

The central mechanism of the Self-Constructing Universe is a four-stage feedback cycle that amplifies primordial fluctuations into the cosmic structures we observe today:

A

Matter concentrations enhance φc\varphi_c locally

Any slight overdensity of matter increases the local compression field.

B

Enhanced φc\varphi_c triggers φE\varphi_E release

The increased compression triggers the energy-release field, which redistributes energy outward.

C

φE\varphi_E release redistributes matter

The energy release pushes matter outward in some regions while allowing further collapse in others.

D

Cycle repeats — structure grows

The redistributed matter creates new overdensities, restarting the cycle at larger scales.

Mathematically, this feedback is captured by the coupled field equations:

∇2φc+∇2φE=ρmatter\nabla^2 \varphi_c + \nabla^2 \varphi_E = \rho_{\text{matter}}

This equation says that the combined field curvature is sourced by matter density. But matter density itself depends on the fields — creating the self-reinforcing loop. Small primordial fluctuations are amplified into galaxies, clusters, and cosmic filaments.

The Three-Level Hierarchy

The Self-Constructing Universe is the macroscopic level of a three-level hierarchy. Each level builds on the one below, with the same fields operating at different scales:

LevelScaleKey MechanismObservable
Valley TheoryFemtometersResonance valleys in φc,φE\varphi_c, \varphi_EParticle masses, quantum numbers
Emergent GravityMeters to AUG=A(t)×R(t)G = A(t) \times R(t)Newton's G to 0.064%
Self-ConstructingMpc to GpcField-matter feedback loopsGalaxy clusters, cosmic web

Scale Connections

Microscopic→Macroscopic
Valley distribution→Baryon asymmetry A(t)A(t) → Compression field φc\varphi_c
Valley dynamics→Symmetry restoration R(t)R(t) → Energy-release field φE\varphi_E
Particle wake effects→Tidal forces at planetary/stellar scales
Field asymmetry→Lorentz symmetry breaking → Cosmological evolution

Comparison to Standard Cosmology

AspectΛCDM (Standard)Ashebo Method
Dark matterUnknown particle (~27% of universe)Not required — field dynamics replicate effects
Dark energyCosmological constant (fine-tuning problem)Emerges from vacuum field energy
Structure formationDark matter seeds + gravitational collapseField-matter feedback amplifies fluctuations
Tidal forcesGradient of Newtonian potentialMacroscopic wake effects in fields
SpacetimeFundamental geometric entityEmergent from field gradients
Hubble tensionUnresolved discrepancyNaturally resolved by field evolution

Status and Open Questions

Established

  • Field-matter feedback mechanism is physically well-motivated
  • Velocity anisotropy confirmed in 4 galaxy clusters (4,572 galaxies, p < 0.0001)
  • Tidal force mechanism is consistent with observations
  • GR recovered as weak-field limit
  • Connection to microscopic (valley theory) and intermediate (emergent gravity) levels is coherent

Needs Further Development

  • Quantitative CMB power spectrum prediction not yet computed
  • Hubble tension resolution needs numerical simulation
  • Modified Casimir force prediction (∼10−12\sim 10^{-12}) awaits experimental verification
  • Full N-body simulation of structure formation with field corrections not yet performed
  • Precise form of V(φc,φE)V(\varphi_c, \varphi_E) at cosmological scales needs derivation from microscopic theory

Connection to Other Explainers

This page covers the macroscopic level. For the complete picture:

Mass Gap Derivation Gravity Derivation