Standard terms translated into EST language

The $\Phi$-field filament network. A physical, hyperelastic medium—a "plenum." Not an abstract passive stage, but a physical hyperelastic medium whose deformation carries physical structure.

The primary substance. Predicts medium-specific phenomena (elastic waves, defect dynamics).

The extent of deformation of the network. A measure of "how much" it is stretched, bent, or knotted relative to its relaxed state.

Not an abstract conserved quantity, but directly measurable strain. Energy conservation becomes a mechanical equilibrium condition.

The energy of a specific, localized, stable deformation—a self-sustaining topological soliton (a "void"). Elastic recoil potential.

Distinguishes bulk excitations (Higgs) from topological solitons (electrons, quarks). Predicts specific mass ratios from geometry.

The energy of a propagating deformation (a wave) through the network.

Wave-particle duality becomes literal: particles are standing waves (solitons); momentum is traveling waves.

The gradient of deformation $\mathbf{g} = -\nabla \tau$. A "push" or "pull" is just the network seeking to relax.

Unifies all forces as manifestations of the medium's stress. Predicts force laws from elasticity equations.

The ordered sequence of actions—the step-by-step growth and reconfiguration of the filament network.

An emergent, macroscopic parameter counting fundamental steps. "Time is the first derivative of action."

The pattern and logical structure of the weave itself.

Explains the "unreasonable effectiveness" of math: we are doing topology on real fabric.

Handedness / circulation direction of the vortical flow around a soliton. Quantized by topological winding number.

Explains why monopoles don't exist: vortical flow must form closed circuits. Predicts charge quantization exactly.

Residual angular momentum / rotation of the soliton's skin or internal structure (e.g., the "carousel" spin of a proton).

Explains half-integer spins (fermions) as topological requirements. Predicts specific gyromagnetic ratios.

A propagating torsional wave / shear wave in the $\Phi$-field. The skin vibration mode of a charged soliton.

$U(1)$ gauge symmetry emerges from kinematics of this wave type. Predicts polarization properties.

A symmetric "face-twist" wave (like a lawnmower blade) across the face of a quark rod soliton.

$SU(3)$ color symmetry emerges from allowed re-orientations of quark rods in a carousel. Predicts confinement mechanism.

The process of swapping neutrino "aglet" adapters on quark and lepton rods.

$\beta$-decay is literal aglet ejection and re-capping. Predicts precise coupling strengths from geometry.

A screw dislocation / topological "aglet" or "adapter cap" in the $\Phi$-field.

Provides interface for specific force to couple to specific matter soliton. Three flavors correspond to three strain types.

Three vibrational baselines ($B_0, B_1, B_2$) of quark rod soliton, paired with 1 or 2 caps of corresponding neutrino type.

Explains 6 quarks: 3 baselines × 2 cap-counts = 6. A combinatorial exhaustion—no more generations expected.

Three stable harmonic modes ($n=1, 14, 59$) of lepton rod soliton. Mass law: $m_n \approx m_e \times n^2$.

Predicts muon and tauon masses from electron mass via $n^2$ scaling. $m_\mu/m_e \approx 196$, $m_\tau/m_e \approx 3481$.

Kinematic orientation of quark rod within spinning "carousel" of proton tripod. Red: away, Blue: toward, Green: sideways.

Confinement is topological necessity for all three orientations to bind and cancel net stress. Predicts asymptotic freedom.

A coalesced void—large region where $\nabla^2\Phi = 0$ (calm field), bounded by physical bosonic skin under extreme tension.

No singularity. Mass stored on skin: $M_{\text{BH}} \propto \oint \sqrt{\tau} \, dA$. Solves information paradox.

Void pressure ($P_v$). Repulsive pressure exerted by cosmic voids stretched taut by clumping of matter. $P_v \propto \rho_m^{-1.5}$.

Solves coincidence problem: $\Omega_\Lambda/\Omega_m \approx 3$. Predicts repulsive lensing in voids ($\kappa \approx -0.03$).

Low-energy effective theory of $\Phi$-field's tension gradients. Emerges from $\mathbf{g} = -\nabla \tau$.

PPN parameters $\gamma = \beta = 1$ in IR limit. Recovers Newton and Einstein. Predicts deviations in strong field/void regimes.

Effective statistical description of dynamics of discrete, elastic, quantized medium.

"Quantization" arises from topological stability and discrete vibrational harmonics of solitons. Wavefunction describes medium configuration.

Geometric remnant / fossil of the 2D → 3D unfolding in Dimensional Ladder.

Preferred axis of primordial membrane's inflation. Not statistical fluke, but fossil of genesis. Predicts specific alignments.

Large cosmic voids are treated as structured cells of an elastically organised medium, with a characteristic large-scale spacing as an observable signature.

Generates a coherent lattice with a characteristic scale of $110 \pm 5$ Mpc, testable via galaxy surveys.

Deep voids are predicted to produce an enhanced negative weak-lensing convergence, appearing as a stronger defocusing signature than standard expectations.

Provides a direct falsifiable signature ($\kappa \simeq -0.03$) distinct from $\Lambda$CDM models.