Overview

🔹 Primitives (MRT)

Primitives define the minimal operations, measurements, and structural adjustments that micro‑regimes can perform while remaining coherent.
Every operator, template, and pathway in the MRT is built from these primitives.

They are:

  • deterministic
  • low‑overhead
  • coherence‑preserving
  • suitable for embedded and ultra‑low‑power systems

🧩 P₁ — State Read#

Purpose
Retrieve the current values of A, B, P, δ, Δt, and Dᶠ.

Behavior

  • read without modifying
  • return minimal, typed values
  • suitable for ultra‑low‑power loops

Used In
All operators and coherence tools.


🧩 P₂ — State Write#

Purpose
Apply a minimal update to A, B, or P.

Behavior

  • atomic write
  • bounded mutation
  • preserves triad integrity

Used In
Resonance operators, drift correction, inversions.


🧩 P₃ — Drift Measure#

Purpose
Compute δ (drift) for the current micro‑step.

Behavior

  • compare expected vs. actual state
  • return δ as a fractional value
  • no side effects

Used In
K₁ (Drift Bounding), stability checks.


🧩 P₄ — Timing Measure#

Purpose
Compute Δt (timing interval) between micro‑steps.

Behavior

  • measure elapsed micro‑time
  • return Δt
  • no structural modification

Used In
K₂ (Timing Stabilizer), resonance loops.


🧩 P₅ — Boundary Shift#

(Completed canonical version — your file cuts off here in the tab.)

Purpose
Apply a minimal, coherence‑preserving adjustment to the boundary node (B).

Behavior

  • detect B⁺ / B⁻ displacement
  • apply bounded correction
  • maintain triad symmetry
  • no inversion or structural collapse

Used In
K₃ (Boundary Alignment), inversion preparation.


🧩 P₆ — Coherence Sample#

Purpose
Measure instantaneous coherence C for the current micro‑state.

Behavior

  • evaluate structural, timing, and energy alignment
  • return C as a normalized value
  • no mutation

Used In
K₅ (Inversion Guard), μ→Μ bridge activation.


🧩 P₇ — Fractional Step#

Purpose
Perform a minimal fractional‑dimensional adjustment (Dᶠ → Dᶠ + Δ).

Behavior

  • bounded fractional shift
  • maintain Δt and δ within thresholds
  • reversible
  • coherence‑preserving

Used In
Fractional‑ladder transitions, R₂, K₆.


✔️ Summary#

Primitive Purpose
P₁ Read state values
P₂ Write minimal state updates
P₃ Measure drift
P₄ Measure timing
P₅ Adjust boundary position
P₆ Sample coherence
P₇ Perform fractional‑dimensional step

These primitives form the atomic action layer of the MRT — everything else is built on top of them.

Updated