SEI: A Unified Field of Emergence

Brian Miller
May 2025

Abstract

The Structure of Everything Interaction (SEI) is a unifying theoretical framework that proposes all phenomena in the universe—physical, biological, cognitive, symbolic, and metaphysical—emerge from a single triadic structure: two fixed poles and a dynamic, mediating interaction that generates consequence.

1. Introduction

Modern physics remains bifurcated: quantum mechanics governs the subatomic world through uncertainty, superposition, and non-locality, while general relativity describes the curvature of spacetime and the gravitational dynamics of massive bodies. Despite their empirical success, these two theories remain fundamentally incompatible.

SEI proposes a triadic interactional structure: A (fixed polarity), B (opposite polarity), and Ψ (dynamic interaction), yielding consequence C:

SEI(A, B) = Ψ → C = f(A, B, Ψ)

2. The Foundational Triadic Structure

SEI(A, B) = Ψ → C = f(A, B, Ψ)

Applications: QM, GR, Biology, Cognition, Theology

3. SEI as a Field Structure

Φ(x, t) = I[A(x, t), B(x, t)]
C(x, t) = f(A, B, Φ)
κ = ∇Φ
dΦ/dt = H(A, B, Φ)

4. SEI Time Operator

τ = dC/dΦ
τ(x, t) = dC(x, t)/dΦ(x, t)

5. SEI Evolution and Conservation

dΨ/dt = H(A, B, Ψ)
d/dt [S(A, B, Ψ)] = 0
L = 1/2 |∇Ψ|² - V(A, B, Ψ)

6. SEI in Quantum Mechanics

Ψ_QM = I(|ψ⟩, Ô)
C_QM = ⟨ψ|Ô|ψ⟩ = f(|ψ⟩, Ô, Ψ_QM)
dΨ/dt = -λ(Ψ - Ψ_c)

7. SEI in General Relativity

Φμν = I(Tμν, gμν) → Gμν = f(Tμν, gμν, Φμν)
κμν = ∇μ∇ν Φ
τ(x) = dC/dΦ(x)

8. SEI in Cosmology

(dΦ/dt)² = H(A, B, Φ)
dS_SEI/dt < 0

9. SEI in Biology, Cognition, Symbolism

Biology: Φ_bio = I_base(A, B)

Cognition: Φ_cog = I(subject, object)

Symbolism: Φ_sem = I(signifier, signified)

10. SEI Postulates and Predictions

11. Conclusion

Reality emerges from structured triadic interaction. SEI unites QM, GR, biology, cognition, and symbolic systems using one engine: A, B, Ψ → C.

Operators

References

  1. Einstein, A. (1915)
  2. Schrödinger, E. (1935)
  3. Peirce, C.S. (1894)
  4. Rovelli, C. (2020)
  5. Miller, B. (2025)