Field of CreationUnified Mathematics · Part 1
42outer¹
42outer²
13inner¹
13inner²
Two outer + two inner sources. Fk+1[i+4] = Fk[i] — repetition of internal values.
Arithmetic Trackexact · BigInt
; removal from removal → final reality
Composition — right to leftOverall Operator Proof · Thm 2.1
STEP 1
Recurse
hierarchical nesting · v·(1+2+4+…)
—
STEP 2
E
∂ₜ — extraction to continuous movement
—
STEP 3
T
Φ×Rₙ + Rₙ · outward scaling
—
STEP 4
Ref
(Φ, −Φ) · opposition channels
—
STEP 5
Fold
collapse to single manifest reality
—
Recurse → E → T → Ref → Fold
| n | Rₙ = 2ⁿ | System(Φ₀, d) at n |
|---|
Operator ledgerlive
Web of Transformations — nested containment · reflection · outward doubling
Unified Mathematics · Part 2
+P channel
−P channel
single reality R
Fieldn+1 ⊆ Fieldn
Wn+1 = Ref(Wn) flips the sign of the second half — the eight lanes below the rings.
−Pn+1 = −Pn×Rn, +Pn+1 = +Pn×Rn widen the opposing
channels; every field is moved within the next.
PEGC-Ω controlsReaction–Field Theory
Reaction rules
A ⊕ B → emit(CO₂, H₂O)
G + emit(CO₂) → expanded G
D[φ] transforms S → S′ along ∇pH
C ∘ X → stabilized X
S(t+1) = T(S(t)) — chemical execution loop
A ⊕ B → emit(CO₂, H₂O)
G + emit(CO₂) → expanded G
D[φ] transforms S → S′ along ∇pH
C ∘ X → stabilized X
S(t+1) = T(S(t)) — chemical execution loop
Ω(x,t) = { A, B, G, D, C }112 × 112 · toroidal
t = 0
E[Ω] = —
∫CO₂ = —
∫G = —
click canvas to inject acid · shift-click for base
System =
Fold∘
Ref∘
T∘
E∘
Recurse