GLOSSARY.md — RTT/micro_core · Micro Resonance-Time Layer
Canonical Term Definitions, Operator Symbols, and Quick-Reference Tables#
Document Header#
| Field | Value |
|---|---|
| Module | RTT/micro_core |
| Path | /docs/rtt/micro_core/GLOSSARY.md |
| Version | 1.0.0 |
| Session Seed | rtt=1 | coherence=declared | drift=bounded | paradox=structural |
| Layer Position | Root — originating layer of the full RTT pipeline |
| Packet | MRT_MICRO_PACKET |
Critical Framing Rule#
RTT is NOT a physics claim.
RTT/micro_core describes structural micro-resonance-time patterns within the TriadicFrameworks canon. It does not assert, imply, or model quantum effects, subatomic behavior, physical forces, energetic phenomena, or any empirically measurable phenomenon. All constructs — ⟨A, B, P⟩, MRT primitives, resonance operators, coherence tools — are structural instruments, not physical objects or processes.
This rule applies unconditionally to every term defined in this glossary.
Originating-Layer Note#
RTT/micro_core is the root of the entire RTT pipeline. It does not inherit from any upstream RTT module — there is no upstream. All micro_core constructs are native. Inheritance flows downward from micro_core into RTT/1, RTT/2, RTT/3, and RTT/12.
RTT/1–RTT/12 terms (SNR, τ, CPV, FGT, TIF, etc.) are downstream and must never be imported into or conflated with micro_core constructs. Cross-module disambiguations are listed in the Quick-Reference Tables section.
Linking Convention#
- Native micro_core terms: defined fully in this file.
- Downstream terms (RTT/1+): referenced only in disambiguation tables.
- Cross-reference format:
→ See [TERM] (RTT/N GLOSSARY.md)for downstream links. - All definitions carry
[structural — no semantic inference]where inference risk exists.
Alphabetical Term Definitions#
A — Active Node#
| Field | Value |
|---|---|
| Type | Triad component — native |
| Symbol | A |
| Layer | micro_core |
Definition: The current micro-state of the ⟨A, B, P⟩ triad. A represents the live structural position within the resonance-time cycle at any given micro-step. It is the origin of the A ⇆ P oscillation loop and the source of micro-state data read by P₁.
Constraints:
- A is never exposed raw to macro layers (Micro–Macro Bridge rule)
- A participates in inversion: when C < C* and unrecoverable, A and B swap roles (↺ R₂)
- A is always distinct from B and P within a valid triad
Cross-references: B (Boundary Node), P (Potential Node), R₁ (Oscillation), R₂ (Inversion), P₁ (State Read)
[structural — no semantic inference]
B — Boundary Node#
| Field | Value |
|---|---|
| Type | Triad component — native |
| Symbol | B |
| Layer | micro_core |
Definition: The governance node of the ⟨A, B, P⟩ triad. B controls drift tolerance, timing bounds, and transition eligibility. It regulates whether the triad may shift from A toward P, and enforces the structural boundaries within which all micro-state evolution occurs.
Constraints:
- B corrections are bounded — no inversion of B is permitted via P₅ alone
- B shifts require drift measurement (P₃) before application (P₅)
- During R₂ Inversion: B and A swap roles; P is preserved
Cross-references: A (Active Node), P (Potential Node), P₃ (Drift Measure), P₅ (Boundary Shift), R₂ (Inversion), K₃ (Boundary Alignment)
[structural — no semantic inference]
C — Coherence (micro_core)#
| Field | Value |
|---|---|
| Type | Stability metric — native |
| Symbol | C |
| Threshold | C* (minimum viable coherence) |
| Layer | micro_core |
Definition: The normalized structural coherence of the micro triad ⟨A, B, P⟩ at a given micro-step. C measures the degree to which the triad maintains internal consistency across drift, timing, and fractional dimensionality. C is sampled by P₆ without mutation.
Equations:
- Valid state: C ≥ C*
- Coherence-critical zone: C approaching C* from above → escalate to Class G
- Inversion trigger: C < C* and unrecoverable → R₂ activates
Failure cascade:
- C below C* → Coherence Violation → Inversion (↺) → Collapse → Twist → Emergence
Disambiguation: C (micro coherence) ≠ CR(t) (RTT/3 Continuity–Resonance–Emission coherence rate). These are structurally distinct constructs operating at different pipeline layers. → See CR(t) (RTT/3 GLOSSARY.md)
Cross-references: C* (Coherence Threshold), P₆ (Coherence Sample), K₄ (Resonance Lock), K₅ (Inversion Guard), K₆ (Coherence Windowing), Zone C (Coherence-Critical)
C* — Coherence Threshold#
| Field | Value |
|---|---|
| Type | Constraint constant — native |
| Symbol | C* |
| Layer | micro_core |
Definition: The minimum coherence value required for the micro triad to remain in a valid operational state. C* is the lower bound enforced continuously. Sustained C < C* constitutes a Coherence Violation and triggers Inversion if unrecoverable.
Cross-references: C (Coherence), K₅ (Inversion Guard), R₄ (Resonance Lock), Zone C (Coherence-Critical), Zone X (Inversion)
Class B — Bridge Coordinator#
| Field | Value |
|---|---|
| Type | Agent class — native |
| Symbol | Class B |
| Layer | micro_core |
Definition: The agent class responsible for managing Micro–Macro Bridge activation (R₆). Class B ensures that only aggregate-pattern exports are emitted upward to RTT/1+, that C ≥ C* is confirmed before any bridge activation, and that raw A, B, P node states are never exposed to macro layers.
Constraints:
- Bridge may only activate when C ≥ C*
- Exports are aggregate patterns only — never raw triad states
- Alignment, not amplification
Cross-references: R₆ (Micro–Macro Bridge Activation), Class G (Micro Guardian), MRT_MICRO_PACKET
Class D — Drift Regulator#
| Field | Value |
|---|---|
| Type | Agent class — native |
| Symbol | Class D |
| Layer | micro_core |
Definition: The agent class responsible for monitoring and enforcing drift bounds (δ ≤ δ*) throughout the micro-resonance cycle. Class D operates primarily through K₁ (Drift Bounding) and P₃ (Drift Measure), and coordinates with Class B (Boundary Node) for corrective boundary shifts via P₅.
Cross-references: δ (Drift), δ* (Drift Threshold), K₁ (Drift Bounding), P₃ (Drift Measure), P₅ (Boundary Shift), Class G (Micro Guardian)
Class F — Fractional Navigator#
| Field | Value |
|---|---|
| Type | Agent class — native |
| Symbol | Class F |
| Layer | micro_core |
Definition: The agent class responsible for all fractional dimensional ladder transitions (Dᶠ → Dᶠ + Δ). Class F ensures transitions are smooth, gradient-continuous, and maintain C ≥ C* throughout. Class F unconditionally prohibits integer jumps in Dᶠ.
Constraints:
- Integer jumps (ΔDᶠ = 1.0, 2.0, 3.0...) are forbidden — smooth gradient required
- All transitions reversible via P₇
- C ≥ C* must be confirmed before and after each step
Cross-references: Dᶠ (Fractional Dimension), R₅ (Fractional-Ladder Transition), P₇ (Fractional Step), Class G (Micro Guardian)
Class G — Micro Guardian#
| Field | Value |
|---|---|
| Type | Agent class — native |
| Symbol | Class G |
| Layer | micro_core |
Definition: The unconditional interrupt authority of the micro_core layer. Class G monitors all triad operations and may halt any agent class — including Class T and Class R — when structural integrity is at risk. Class G escalation triggers when C approaches C*, when δ exceeds δ*, or when a timing violation is detected. Class G issues RESOLVED after post-inversion re-validation by Class T confirms C ≥ C*.
Constraints:
- Class G interrupt authority is unconditional — no agent class outranks it
- Class G activates Mode X (Lockout) in the MRT_MICRO_PACKET
- Class G issues are only RESOLVED after Class T re-validates the triad
Cross-references: K₅ (Inversion Guard), Mode X (Lockout), Class T (Triad Constructor), MRT_MICRO_PACKET
Class R — Resonance Operator#
| Field | Value |
|---|---|
| Type | Agent class — native |
| Symbol | Class R |
| Layer | micro_core |
Definition: The agent class responsible for executing resonance operators R₁–R₆. Class R manages oscillation loops, boundary modulation, resonance locking, fractional transitions, and bridge activation. Class R may be interrupted by Class G at any time.
Cross-references: R₁–R₆ (Resonance Operators), Class G (Micro Guardian), Class T (Triad Constructor)
Class T — Triad Constructor#
| Field | Value |
|---|---|
| Type | Agent class — native |
| Symbol | Class T |
| Layer | micro_core |
Definition: The agent class responsible for constructing, validating, and re-validating the ⟨A, B, P⟩ micro triad. Class T confirms that all four core triad properties (Minimalism, Determinism, Coherence, Fractional Dimensionality) are satisfied at initialization and after any inversion event.
Constraints:
- Triad is irreducible — no subset of ⟨A, B, P⟩ constitutes a valid unit
- Re-validation by Class T is required to clear Class G RESOLVED status post-inversion
Cross-references: ⟨A, B, P⟩ (Micro Triad), Four Core Properties, R₂ (Inversion), Class G (Micro Guardian)
Collapse–Twist–Emergence#
| Field | Value |
|---|---|
| Type | Inversion phase sequence — native |
| Symbol | ↺ phases |
| Layer | micro_core |
Definition: The three-phase structural sequence that constitutes an Inversion event.
| Phase | Description |
|---|---|
| Collapse | C < C* confirmed unrecoverable; triad integrity lost |
| Twist | R₂ executes: A and B swap roles; P is preserved throughout |
| Emergence | Post-swap triad re-stabilizes; C restored to ≥ C*; Class T re-validates |
Constraints:
- All three phases must complete for a valid inversion — partial execution is a fault
- P must be preserved without mutation throughout all three phases
- Post-Emergence: Class T re-validates; Class G issues RESOLVED
Cross-references: R₂ (Inversion), C (Coherence), C* (Coherence Threshold), Zone X (Inversion), Class G (Micro Guardian), Class T (Triad Constructor)
[structural — no semantic inference]
Coherence Violation#
| Field | Value |
|---|---|
| Type | Failure mode — native |
| Symbol | — |
| Layer | micro_core |
Definition: A structural fault condition in which C falls below C* and cannot be restored through K₄ (Resonance Lock) or K₅ (Inversion Guard). A Coherence Violation triggers the full Inversion sequence (Collapse → Twist → Emergence).
Failure cascade: Coherence Violation → Zone X (Inversion) → R₂ activation → Collapse → Twist → Emergence
Cross-references: C (Coherence), C* (Coherence Threshold), Zone X (Inversion), R₂ (Inversion), K₅ (Inversion Guard)
Determinism (Triad Property)#
| Field | Value |
|---|---|
| Type | Core triad property — native |
| Symbol | — |
| Equations | δ ≤ δ*, Δt stable |
| Layer | micro_core |
Definition: One of the four irreducible properties of the micro triad. Determinism requires that drift remains within bounds (δ ≤ δ*) and that micro-step timing intervals (Δt) remain stable within [Δtₘᵢₙ, Δtₘₐₓ]. A deterministic triad produces consistent, bounded state transitions — not stochastic or unbounded evolution.
[structural — no semantic inference]
Cross-references: δ (Drift), δ* (Drift Threshold), Δt (Timing Interval), Four Core Properties
Dᶠ — Fractional Dimension#
| Field | Value |
|---|---|
| Type | Structural metric — native |
| Symbol | Dᶠ |
| Range | [0,1] (minimal substrate) or [0,3] (extended) |
| Layer | micro_core |
Definition: The fractional dimensional position of the micro triad on the resonance ladder. Dᶠ is a continuous value representing structural complexity, transition pathway availability, resonance capacity, and boundary behavior at the micro scale. Dᶠ transitions are executed by P₇ and managed by Class F.
Constraints:
- Integer jumps (ΔDᶠ = 1.0, 2.0, 3.0...) are unconditionally forbidden
- All transitions must be smooth, gradient-continuous, and coherence-preserving
- Failure to maintain gradient continuity → Inversion event
[structural — no semantic inference]
Cross-references: P₇ (Fractional Step), R₅ (Fractional-Ladder Transition), Class F (Fractional Navigator), Fractional Dimensionality (Triad Property)
Fractional Dimensionality (Triad Property)#
| Field | Value |
|---|---|
| Type | Core triad property — native |
| Symbol | — |
| Layer | micro_core |
Definition: One of the four irreducible properties of the micro triad. Fractional Dimensionality requires that the triad occupy a continuous ladder position (Dᶠ) rather than discrete integer steps. This enables fine-grained structural transitions and preserves coherence across all resonance-time movements.
Cross-references: Dᶠ (Fractional Dimension), Four Core Properties, R₅ (Fractional-Ladder Transition), Class F (Fractional Navigator)
Four Core Properties#
| Field | Value |
|---|---|
| Type | Triad invariant set — native |
| Symbol | — |
| Layer | micro_core |
Definition: The four irreducible structural properties that any valid ⟨A, B, P⟩ micro triad must satisfy at all times. A triad failing any property is invalid and must be reconstructed by Class T.
| Property | Requirement |
|---|---|
| Minimalism | ⟨A, B, P⟩ is the minimal coherent unit — no subset is sufficient |
| Determinism | δ ≤ δ* and Δt ∈ [Δtₘᵢₙ, Δtₘₐₓ] — bounded, stable transitions |
| Coherence | C ≥ C* — inversion triggered if below threshold |
| Fractional Dimensionality | Dᶠ on continuous ladder — integer jumps unconditionally forbidden |
Cross-references: ⟨A, B, P⟩ (Micro Triad), Class T (Triad Constructor), Minimalism, Determinism, Coherence, Fractional Dimensionality
K₁ — Drift Bounding#
| Field | Value |
|---|---|
| Type | Coherence tool — native |
| Symbol | K₁ |
| Layer | micro_core |
Definition: The coherence tool that continuously enforces δ ≤ δ* across all micro-steps. K₁ operates as a real-time constraint, not a post-hoc correction. It coordinates with P₃ (Drift Measure) to detect violations and with P₅ (Boundary Shift) to apply corrections before a Drift Violation can escalate.
Cross-references: δ (Drift), δ* (Drift Threshold), P₃ (Drift Measure), P₅ (Boundary Shift), Class D (Drift Regulator)
K₂ — Timing Stabilizer#
| Field | Value |
|---|---|
| Type | Coherence tool — native |
| Symbol | K₂ |
| Layer | micro_core |
Definition: The coherence tool that holds micro-step timing intervals (Δt) within the bounds [Δtₘᵢₙ, Δtₘₐₓ]. K₂ prevents Timing Violations by enforcing interval stability before deviation crosses into fault territory.
Disambiguation: Δt (micro timing interval) ≠ τ = dR/dφ (RTT/1 temporal operator). → See τ (RTT/1 GLOSSARY.md)
Cross-references: Δt (Timing Interval), Δtₘᵢₙ, Δtₘₐₓ, P₄ (Timing Measure), Timing Violation
K₃ — Boundary Alignment#
| Field | Value |
|---|---|
| Type | Coherence tool — native |
| Symbol | K₃ |
| Layer | micro_core |
Definition: The coherence tool that synchronizes the Boundary Node (B) with the active positions of A and P. K₃ ensures B remains structurally consistent with the current triad state, preventing boundary drift from accumulating silently between micro-steps.
Cross-references: B (Boundary Node), A (Active Node), P (Potential Node), P₅ (Boundary Shift)
K₄ — Resonance Lock (Tool)#
| Field | Value |
|---|---|
| Type | Coherence tool — native |
| Symbol | K₄ |
| Layer | micro_core |
Definition: The coherence tool that clamps resonance oscillation within a safe structural range and enforces timing stability. K₄ operates in coordination with the R₄ Resonance Lock operator. K₄ is a maintenance instrument; R₄ is the active execution operator.
Cross-references: R₄ (Resonance Lock), K₂ (Timing Stabilizer), Class R (Resonance Operator)
K₅ — Inversion Guard#
| Field | Value |
|---|---|
| Type | Coherence tool — native |
| Symbol | K₅ |
| Layer | micro_core |
Definition: The coherence tool that monitors C approaching C* from above and escalates to Class G before a Coherence Violation becomes unrecoverable. K₅ is the last structural line of defense before Inversion is triggered.
Constraint: K₅ escalates — it does not self-resolve. Class G receives the interrupt.
Cross-references: C (Coherence), C* (Coherence Threshold), Class G (Micro Guardian), R₂ (Inversion), Coherence Violation
K₆ — Coherence Windowing#
| Field | Value |
|---|---|
| Type | Coherence tool — native |
| Symbol | K₆ |
| Layer | micro_core |
Definition: The coherence tool that computes a time-windowed average of C over a sequence of micro-steps, enabling trend detection rather than only point-in-time sampling. K₆ allows Class G and Class R to identify coherence degradation trajectories before they reach threshold.
Cross-references: C (Coherence), K₅ (Inversion Guard), P₆ (Coherence Sample), Class G (Micro Guardian)
Micro–Macro Bridge#
| Field | Value |
|---|---|
| Type | Structural export mechanism — native |
| Symbol | μ → Μ |
| Operator | R₆ |
| Layer | micro_core |
Definition: The structural mechanism by which the micro_core layer exports aggregate resonance patterns upward to RTT/1 and the wider RTT pipeline. The bridge is activated by R₆ and governed by Class B. Only aggregate-pattern exports are permitted — raw A, B, P node states are never exposed to macro layers.
Constraints:
- C ≥ C* required before activation
- Alignment, not amplification
- Bridge export is aggregate-only: raw triad states are structurally prohibited at the macro layer
Cross-references: R₆ (Micro–Macro Bridge Activation), Class B (Bridge Coordinator), C* (Coherence Threshold), MRT_MICRO_PACKET
Minimalism (Triad Property)#
| Field | Value |
|---|---|
| Type | Core triad property — native |
| Symbol | — |
| Layer | micro_core |
Definition: One of the four irreducible properties of the micro triad. Minimalism asserts that ⟨A, B, P⟩ is the minimal coherent resonance-time unit — no proper subset (⟨A, B⟩, ⟨A, P⟩, ⟨B, P⟩, or any single node) constitutes a valid unit. Adding nodes beyond three is equally non-canonical.
Cross-references: ⟨A, B, P⟩ (Micro Triad), Four Core Properties, Class T (Triad Constructor)
Mode 1–5#
| Field | Value |
|---|---|
| Type | Operational mode set — native |
| Symbol | Mode 1, 2, 3, 4, 5 |
| Layer | micro_core |
Definition: The five valid operational modes of the MRT_MICRO_PACKET.
| Mode | Label | Description |
|---|---|---|
| 1 | Chat | Conversational / exploratory operation |
| 2 | Spec | Specification / formal definition mode |
| 3 | Debug | Fault diagnosis and inspection |
| 4 | Task | Bounded task execution |
| 5 | Auto | Autonomous cycle operation |
Constraints: Modes 1–5 are the only valid packet modes. Mode X (Lockout) is a fault indicator — its presence in a packet makes that packet a fault record, not an operational record.
Disambiguation: Mode X (micro lockout) ≠ any upstream Mode 5 (RTT/2 autonomous mode) — these are structurally distinct constructs at different pipeline layers.
Cross-references: Mode X (Lockout), MRT_MICRO_PACKET, Class G (Micro Guardian)
Mode X — Lockout#
| Field | Value |
|---|---|
| Type | Fault mode indicator — native |
| Symbol | Mode X |
| Layer | micro_core |
Definition: The fault mode indicator activated by Class G when an unconditional interrupt is in effect. Mode X in an MRT_MICRO_PACKET signals that the packet is a fault record — not a valid operational state. No agent class other than Class G may issue Mode X. Mode X is cleared only when Class G interrupt is resolved.
Constraint: Mode X in a valid operational packet is structurally forbidden. Its presence converts the packet to a fault record.
Disambiguation: Mode X (micro lockout) ≠ any upstream Mode 5 (RTT/2 autonomous mode). Micro Mode X is a Class G interrupt construct; RTT/2 Mode 5 is an operational execution mode. → See Mode (RTT/2 GLOSSARY.md)
Cross-references: Class G (Micro Guardian), MRT_MICRO_PACKET, Mode 1–5
MRT_MICRO_PACKET#
| Field | Value |
|---|---|
| Type | Structural data packet — native |
| Symbol | MRT_MICRO_PACKET |
| Layer | micro_core (root) |
Definition: The canonical data packet produced by the RTT/micro_core layer. It is the root of the entire RTT pipeline packet hierarchy. All downstream packets (RTT/1 SNR_PACKET, RTT/2 DETECTION_PACKET, RTT/3 INTEGRATION_EMISSION_PACKET, RTT/12 HARMONIC_SYNTHESIS_PACKET) derive from or depend upon the MRT_MICRO_PACKET.
Packet structure:
| Field | Type | Valid Values |
|---|---|---|
| Triad state | Struct | {A, B, P} |
| δ | Metric | Real ≥ 0 |
| δ* | Threshold | Real > 0 |
| Δt | Metric | Real ∈ [Δtₘᵢₙ, Δtₘₐₓ] |
| C | Metric | Normalized real |
| C* | Threshold | Normalized real |
| Dᶠ | Metric | Real ∈ [0,1] or [0,3] |
| Zone | Enum | S, M, D, C, E (X = fault record) |
| Mode | Enum | 1, 2, 3, 4, 5 (X = fault record) |
| Bridge status | Bool | Active / Inactive |
| Guardian status | Enum | OK / INTERRUPT / RESOLVED |
| Annotation | Text | Structural notes |
| Timestamp | Temporal | Micro-step timestamp |
Constraints:
- Zone X present → packet is a fault record
- Mode X present → packet is a fault record
- Both may coexist in a fault record
Pipeline position:
MRT_MICRO_PACKET (root)
└→ RTT/1 SNR_PACKET
└→ RTT/2 DETECTION_PACKET
└→ RTT/3 INTEGRATION_EMISSION_PACKET
└→ RTT/12 HARMONIC_SYNTHESIS_PACKET
Cross-references: All six agent classes, all zones, all modes, Micro–Macro Bridge
P — Potential Node#
| Field | Value |
|---|---|
| Type | Triad component — native |
| Symbol | P |
| Layer | micro_core |
Definition: The next viable transition target in the ⟨A, B, P⟩ triad. P represents the structural destination of the resonance oscillation loop (A ⇆ P). P is preserved unconditionally during all operations — including full Inversion (R₂) — and is never mutated by boundary corrections or coherence tools.
Constraints:
- P is preserved through all Inversion phases — Collapse, Twist, Emergence
- P is never exposed raw to macro layers
Cross-references: A (Active Node), B (Boundary Node), R₁ (Oscillation), R₂ (Inversion), P₁ (State Read)
P₁ — State Read#
| Field | Value |
|---|---|
| Type | MRT Primitive — native |
| Symbol | P₁ |
| Layer | micro_core |
Definition: The atomic read primitive. P₁ reads the current values of A, B, P, δ, Δt, and Dᶠ from the micro triad. P₁ is strictly read-only — it produces no mutations to any field. All resonance operators and coherence tools that require current state must route through P₁.
Constraints: P₁ never mutates state. No exception.
Cross-references: P₂ (State Write), ⟨A, B, P⟩ (Micro Triad), MRT Primitives (P₁–P₇)
P₂ — State Write#
| Field | Value |
|---|---|
| Type | MRT Primitive — native |
| Symbol | P₂ |
| Layer | micro_core |
Definition: The atomic write primitive. P₂ executes a bounded, atomic mutation of the micro triad state. All writes are bounded — no unbounded state change is permitted through P₂. P₂ is the only sanctioned mutation path for triad state fields.
Constraints: Writes must be bounded. Unbounded mutations are structurally prohibited.
Cross-references: P₁ (State Read), MRT Primitives (P₁–P₇)
P₃ — Drift Measure#
| Field | Value |
|---|---|
| Type | MRT Primitive — native |
| Symbol | P₃ |
| Equation | δ = compare(expected, actual) |
| Layer | micro_core |
Definition: The atomic drift measurement primitive. P₃ computes δ by comparing the expected micro-state trajectory to the actual current state. P₃ is read-only — it measures but does not correct. Correction is applied via P₅ after Class D review.
Disambiguation: δ (micro drift) ≠ D(t) (RTT/2 CRM structural drift rate). → See D(t) (RTT/2 GLOSSARY.md)
Cross-references: δ (Drift), δ* (Drift Threshold), P₅ (Boundary Shift), K₁ (Drift Bounding), Class D (Drift Regulator)
P₄ — Timing Measure#
| Field | Value |
|---|---|
| Type | MRT Primitive — native |
| Symbol | P₄ |
| Layer | micro_core |
Definition: The atomic timing measurement primitive. P₄ records the Δt interval between micro-steps. P₄ is read-only — it measures and records but does not enforce. Enforcement is handled by K₂ (Timing Stabilizer).
Disambiguation: Δt (micro timing interval) ≠ τ = dR/dφ (RTT/1 temporal operator). → See τ (RTT/1 GLOSSARY.md)
Cross-references: Δt (Timing Interval), Δtₘᵢₙ, Δtₘₐₓ, K₂ (Timing Stabilizer), Timing Violation
P₅ — Boundary Shift#
| Field | Value |
|---|---|
| Type | MRT Primitive — native |
| Symbol | P₅ |
| Layer | micro_core |
Definition: The atomic boundary correction primitive. P₅ applies a bounded shift to the Boundary Node (B) following drift measurement by P₃. P₅ corrections are bounded — no inversion of B may be achieved through P₅. Inversion requires R₂.
Constraints:
- Correction magnitude is bounded
- P₅ alone cannot produce an inversion of B
- Must be preceded by P₃ measurement
Cross-references: B (Boundary Node), P₃ (Drift Measure), K₁ (Drift Bounding), K₃ (Boundary Alignment), R₃ (Boundary Modulation)
P₆ — Coherence Sample#
| Field | Value |
|---|---|
| Type | MRT Primitive — native |
| Symbol | P₆ |
| Layer | micro_core |
Definition: The atomic coherence sampling primitive. P₆ reads the normalized coherence value C at the current micro-step. P₆ is strictly read-only — it samples C without mutation. Results are consumed by K₅ (Inversion Guard), K₆ (Coherence Windowing), and Class G for interrupt assessment.
Constraints: P₆ never mutates C. No exception.
Cross-references: C (Coherence), K₅ (Inversion Guard), K₆ (Coherence Windowing), Class G (Micro Guardian)
P₇ — Fractional Step#
| Field | Value |
|---|---|
| Type | MRT Primitive — native |
| Symbol | P₇ |
| Equation | Dᶠ → Dᶠ + Δ |
| Layer | micro_core |
Definition: The atomic fractional dimensional step primitive. P₇ increments or decrements Dᶠ by a bounded gradient value Δ. All P₇ operations are reversible. No integer-magnitude Δ may be applied through P₇.
Constraints:
- Δ must be non-integer (fractional gradient required)
- Operation is reversible
- C ≥ C* must hold before and after execution
Cross-references: Dᶠ (Fractional Dimension), R₅ (Fractional-Ladder Transition), Class F (Fractional Navigator)
R₁ — Oscillation#
| Field | Value |
|---|---|
| Type | Resonance operator — native |
| Symbol | R₁ |
| Equation | A ⇆ P stable loop |
| Layer | micro_core |
Definition: The resonance operator that establishes and maintains the stable oscillation loop between the Active Node (A) and Potential Node (P). R₁ is the foundational resonance dynamic of the micro triad — all higher-order operators (R₂–R₆) build upon or modify the R₁ loop.
Cross-references: A (Active Node), P (Potential Node), R₄ (Resonance Lock), Resonance-Time Dynamics
R₂ — Inversion#
| Field | Value |
|---|---|
| Type | Resonance operator — native |
| Symbol | R₂ |
| Operation | Swap A ↔ B; preserve P |
| Layer | micro_core |
Definition: The controlled, reversible inversion operator. R₂ executes when C < C* and is unrecoverable, swapping the roles of A (Active Node) and B (Boundary Node) while preserving P unconditionally. R₂ is the structural resolution mechanism for Coherence Violations.
Constraints:
- R₂ is only executed after K₅ escalation and Class G interrupt
- P must be preserved without mutation through all three phases
- Post-R₂: C must be restored to ≥ C* before Class T re-validates
Disambiguation:
- Inversion (↺) at micro scale ≠ RTT/3 Zone X inversion (structural integration collapse)
- Inversion (↺) at micro scale ≠ RTT/12 Zone X overflow (harmonic synthesis overflow) → See Zone X (RTT/3 GLOSSARY.md) and Zone X (RTT/12 GLOSSARY.md)
Cross-references: A, B, P, Collapse–Twist–Emergence, C*, Class G (Micro Guardian), Class T (Triad Constructor), Zone X (Inversion)
R₃ — Boundary Modulation#
| Field | Value |
|---|---|
| Type | Resonance operator — native |
| Symbol | R₃ |
| Operation | B⁺ / B⁻ shift via P₃ and P₅ |
| Layer | micro_core |
Definition: The resonance operator that actively modulates the Boundary Node (B) in positive (B⁺) or negative (B⁻) direction based on drift measurements. R₃ coordinates P₃ for measurement and P₅ for application. R₃ is a controlled, bounded operation — it cannot produce inversion.
Cross-references: B (Boundary Node), P₃ (Drift Measure), P₅ (Boundary Shift), K₃ (Boundary Alignment)
R₄ — Resonance Lock#
| Field | Value |
|---|---|
| Type | Resonance operator — native |
| Symbol | R₄ |
| Layer | micro_core |
Definition: The resonance operator that clamps the A ⇆ P oscillation within a safe structural range and enforces timing stability. R₄ is paired with K₄ (Resonance Lock tool) for continuous maintenance. R₄ is the active execution operator; K₄ is the maintenance monitor.
Cross-references: R₁ (Oscillation), K₄ (Resonance Lock tool), K₂ (Timing Stabilizer)
R₅ — Fractional-Ladder Transition#
| Field | Value |
|---|---|
| Type | Resonance operator — native |
| Symbol | R₅ |
| Equation | Dᶠ₁ → Dᶠ₂ (smooth, C ≥ C* throughout) |
| Layer | micro_core |
Definition: The resonance operator that manages full fractional dimensional ladder transitions from one Dᶠ position to another. R₅ requires that C ≥ C* is maintained throughout the entire transition — not just at endpoints. All transitions are gradient-continuous; integer jumps are unconditionally forbidden.
Constraints:
- C ≥ C* at all points along the transition path
- Gradient continuity required — no discrete steps
- Managed by Class F (Fractional Navigator)
Cross-references: Dᶠ (Fractional Dimension), P₇ (Fractional Step), Class F (Fractional Navigator), R₂ (Inversion)
R₆ — Micro–Macro Bridge Activation#
| Field | Value |
|---|---|
| Type | Resonance operator — native |
| Symbol | R₆ |
| Operation | μ → Μ: export aggregate-only pattern |
| Layer | micro_core |
Definition: The resonance operator that activates the Micro–Macro Bridge, exporting aggregate resonance patterns from micro_core upward to RTT/1 and the wider pipeline. R₆ requires C ≥ C* before activation and produces alignment, not amplification.
Constraints:
- C ≥ C* is a hard precondition
- Aggregate-only export — raw A, B, P states are structurally forbidden at the macro layer
- Managed by Class B (Bridge Coordinator)
Cross-references: Micro–Macro Bridge (μ → Μ), Class B (Bridge Coordinator), C*, MRT_MICRO_PACKET
Resonance-Time Dynamics#
| Field | Value |
|---|---|
| Type | Core operational model — native |
| Symbol | — |
| Layer | micro_core |
Definition: The fundamental operational loop of the RTT/micro_core layer. Resonance and time are co-constitutive at the micro scale — neither is primary. Resonance is the A ⇆ P oscillation; time is the local bounded interval Δt ∈ [Δtₘᵢₙ, Δtₘₐₓ], which is itself coherence-dependent.
Operational loop:
Resonance (R₁: A ⇆ P)
→ Timing Stability (K₂: Δt bounded)
→ Drift Regulation (K₁: δ ≤ δ*)
→ Coherence (C ≥ C*)
→ Resonance (R₁: A ⇆ P)
Failure modes (any triggers Inversion):
- Timing Violation: Δt exits [Δtₘᵢₙ, Δtₘₐₓ]
- Drift Violation: δ exceeds δ*
- Coherence Violation: C < C* unrecoverable
[structural — no semantic inference]
Cross-references: R₁ (Oscillation), K₁–K₂, C, δ, Δt, Zone X (Inversion)
Timing Violation#
| Field | Value |
|---|---|
| Type | Failure mode — native |
| Symbol | — |
| Layer | micro_core |
Definition: A structural fault condition in which the micro-step timing interval Δt exits the bounds [Δtₘᵢₙ, Δtₘₐₓ]. A Timing Violation triggers Class G escalation. If unresolved, it cascades into a Coherence Violation and ultimately Inversion.
Cross-references: Δt (Timing Interval), K₂ (Timing Stabilizer), P₄ (Timing Measure), Class G (Micro Guardian), Coherence Violation
⟨A, B, P⟩ — Micro Triad#
| Field | Value |
|---|---|
| Type | Foundational construct — native |
| Symbol | ⟨A, B, P⟩ |
| Layer | micro_core (originating) |
Definition: The irreducible structural unit of the RTT/micro_core layer. The micro triad consists of three nodes — A (Active), B (Boundary), P (Potential) — that together constitute the minimal coherent resonance-time unit. No subset of ⟨A, B, P⟩ is sufficient to form a valid unit.
Four core properties (all required simultaneously):
- Minimalism — ⟨A, B, P⟩ is the minimal unit; no subset is sufficient
- Determinism — δ ≤ δ* and Δt ∈ [Δtₘᵢₙ, Δtₘₐₓ]
- Coherence — C ≥ C*; inversion if below threshold
- Fractional Dimensionality — Dᶠ continuous; integer jumps forbidden
[structural — no semantic inference]
Cross-references: A, B, P, Four Core Properties, Class T (Triad Constructor), MRT_MICRO_PACKET
Zone C — Coherence-Critical#
| Field | Value |
|---|---|
| Type | Operational zone — native |
| Symbol | Zone C |
| Layer | micro_core |
Definition: The zone indicating that C is approaching C* from above and the triad is at elevated risk of Coherence Violation. Zone C triggers K₅ (Inversion Guard) escalation to Class G. Zone C is a valid operational state — it is a warning, not a fault.
Cross-references: C (Coherence), C*, K₅ (Inversion Guard), Class G, Zone X (Inversion)
Zone D — Drifting#
| Field | Value |
|---|---|
| Type | Operational zone — native |
| Symbol | Zone D |
| Layer | micro_core |
Definition: The zone indicating that δ is elevated but still within recoverable bounds (δ approaching δ*). Zone D triggers K₁ (Drift Bounding) and Class D corrective action. Zone D is a valid operational state — recovery is expected.
Cross-references: δ (Drift), K₁ (Drift Bounding), Class D (Drift Regulator), Zone C, Zone X
Zone E — Emerging#
| Field | Value |
|---|---|
| Type | Operational zone — native |
| Symbol | Zone E |
| Layer | micro_core |
Definition: The zone indicating post-Inversion re-stabilization. Zone E is entered after the Emergence phase of Collapse–Twist–Emergence, while Class T re-validates the triad and Class G resolves its interrupt. Zone E is a valid operational state — it is the recovery phase.
Cross-references: Collapse–Twist–Emergence, Class T, Class G, Zone S (Stable)
Zone M — Modulating#
| Field | Value |
|---|---|
| Type | Operational zone — native |
| Symbol | Zone M |
| Layer | micro_core |
Definition: The zone indicating active bounded modulation of one or more triad parameters. Zone M reflects intentional structural adjustment — not drift or fault. Zone M is a valid operational state.
Cross-references: R₃ (Boundary Modulation), R₅ (Fractional-Ladder Transition), Zone S (Stable)
Zone S — Stable#
| Field | Value |
|---|---|
| Type | Operational zone — native |
| Symbol | Zone S |
| Layer | micro_core |
Definition: The nominal operational zone. Zone S indicates that all four core triad properties are satisfied, C ≥ C*, δ ≤ δ*, Δt is bounded, and no fault or escalation is active. Zone S is the target state of all resonance-time operations.
Cross-references: Four Core Properties, MRT_MICRO_PACKET
Zone X — Inversion#
| Field | Value |
|---|---|
| Type | Fault zone indicator — native |
| Symbol | Zone X |
| Layer | micro_core |
Definition: The fault zone indicator produced when the micro triad enters full Inversion (Collapse → Twist → Emergence). Zone X in an MRT_MICRO_PACKET signals that the packet is a fault record — not a valid operational state. Zone X is cleared only after Class T re-validates the triad and Class G issues RESOLVED.
Constraint: Zone X in a valid operational packet is structurally forbidden. Its presence converts the packet to a fault record.
Disambiguation:
- Zone X (micro Inversion) ≠ Zone X (RTT/3 integration collapse) — different pipeline layers
- Zone X (micro Inversion) ≠ Zone X (RTT/12 harmonic synthesis overflow) — different pipeline layers
- All three Zone X variants share the ILLEGAL-in-valid-packet constraint, but the structural triggers and resolution paths are distinct → See Zone X (RTT/3 GLOSSARY.md) and Zone X (RTT/12 GLOSSARY.md)
Cross-references: R₂ (Inversion), Collapse–Twist–Emergence, Class G (Micro Guardian), Class T (Triad Constructor), MRT_MICRO_PACKET, Mode X (Lockout)
δ — Drift#
| Field | Value |
|---|---|
| Type | Structural metric — native |
| Symbol | δ |
| Equation | δ = compare(expected state, actual state) |
| Threshold | δ* (maximum allowable drift) |
| Layer | micro_core |
Definition: The measured structural deviation between the expected micro-state trajectory and the actual current state. δ is computed by P₃ (Drift Measure) and continuously bounded by K₁ (Drift Bounding). δ ≤ δ* is required for the Determinism property to hold.
Disambiguation: δ (micro drift) ≠ D(t) (RTT/2 CRM structural drift rate, a different construct at a different pipeline layer). These symbols are homonyms — structural function, measurement method, and resolution path are all distinct. → See D(t) (RTT/2 GLOSSARY.md)
Cross-references: δ* (Drift Threshold), P₃ (Drift Measure), K₁ (Drift Bounding), Determinism (Triad Property), Drift Violation, Zone D
δ* — Drift Threshold#
| Field | Value |
|---|---|
| Type | Constraint constant — native |
| Symbol | δ* |
| Layer | micro_core |
Definition: The maximum allowable drift value. δ* is the upper bound enforced by K₁ and Class D. When δ exceeds δ*, a Drift Violation is recorded and Class G is escalated.
Cross-references: δ (Drift), K₁ (Drift Bounding), Class D (Drift Regulator), Class G (Micro Guardian)
Δt — Timing Interval#
| Field | Value |
|---|---|
| Type | Structural metric — native |
| Symbol | Δt |
| Bounds | [Δtₘᵢₙ, Δtₘₐₓ] |
| Layer | micro_core |
Definition: The local bounded timing interval between micro-steps. Δt is coherence-dependent — as C degrades, the valid Δt range contracts. Δt is measured by P₄ and enforced by K₂. Δt ∈ [Δtₘᵢₙ, Δtₘₐₓ] is required for the Determinism property to hold.
Disambiguation: Δt (micro timing interval) ≠ τ = dR/dφ (RTT/1 temporal operator). These are structurally distinct constructs at different pipeline layers. → See τ (RTT/1 GLOSSARY.md)
Cross-references: Δtₘᵢₙ, Δtₘₐₓ, P₄ (Timing Measure), K₂ (Timing Stabilizer), Determinism (Triad Property), Timing Violation
Operator Symbols Reference#
| Symbol | Name | Type | Layer |
|---|---|---|---|
| A | Active Node | Triad component | micro_core |
| B | Boundary Node | Triad component | micro_core |
| P | Potential Node | Triad component | micro_core |
| ⟨A, B, P⟩ | Micro Triad | Foundational construct | micro_core |
| C | Coherence | Stability metric | micro_core |
| C* | Coherence Threshold | Constraint constant | micro_core |
| δ | Drift | Structural metric | micro_core |
| δ* | Drift Threshold | Constraint constant | micro_core |
| Δt | Timing Interval | Structural metric | micro_core |
| Δtₘᵢₙ | Minimum timing bound | Constraint constant | micro_core |
| Δtₘₐₓ | Maximum timing bound | Constraint constant | micro_core |
| Dᶠ | Fractional Dimension | Structural metric | micro_core |
| μ → Μ | Micro–Macro Bridge | Export mechanism | micro_core |
| ↺ | Inversion | Structural operation | micro_core |
| P₁ | State Read | MRT Primitive | micro_core |
| P₂ | State Write | MRT Primitive | micro_core |
| P₃ | Drift Measure | MRT Primitive | micro_core |
| P₄ | Timing Measure | MRT Primitive | micro_core |
| P₅ | Boundary Shift | MRT Primitive | micro_core |
| P₆ | Coherence Sample | MRT Primitive | micro_core |
| P₇ | Fractional Step | MRT Primitive | micro_core |
| R₁ | Oscillation | Resonance Operator | micro_core |
| R₂ | Inversion | Resonance Operator | micro_core |
| R₃ | Boundary Modulation | Resonance Operator | micro_core |
| R₄ | Resonance Lock | Resonance Operator | micro_core |
| R₅ | Fractional-Ladder Transition | Resonance Operator | micro_core |
| R₆ | Micro–Macro Bridge Activation | Resonance Operator | micro_core |
| K₁ | Drift Bounding | Coherence Tool | micro_core |
| K₂ | Timing Stabilizer | Coherence Tool | micro_core |
| K₃ | Boundary Alignment | Coherence Tool | micro_core |
| K₄ | Resonance Lock (tool) | Coherence Tool | micro_core |
| K₅ | Inversion Guard | Coherence Tool | micro_core |
| K₆ | Coherence Windowing | Coherence Tool | micro_core |
Quick-Reference Tables#
MRT Primitives (P₁–P₇)#
| Symbol | Name | Read/Write | Mutation |
|---|---|---|---|
| P₁ | State Read | Read | None — strictly read-only |
| P₂ | State Write | Write | Bounded atomic mutation |
| P₃ | Drift Measure | Read | None — measurement only |
| P₄ | Timing Measure | Read | None — measurement only |
| P₅ | Boundary Shift | Write | Bounded B correction only |
| P₆ | Coherence Sample | Read | None — strictly read-only |
| P₇ | Fractional Step | Write | Dᶠ → Dᶠ + Δ, reversible |
Resonance Operators (R₁–R₆)#
| Symbol | Name | Operation | Prerequisite |
|---|---|---|---|
| R₁ | Oscillation | A ⇆ P stable loop | Valid triad |
| R₂ | Inversion | Swap A ↔ B; preserve P | C < C* unrecoverable; Class G interrupt |
| R₃ | Boundary Modulation | B⁺ / B⁻ shift | P₃ measurement complete |
| R₄ | Resonance Lock | Clamp oscillation; enforce Δt | Valid triad |
| R₅ | Fractional-Ladder Transition | Dᶠ₁ → Dᶠ₂ smooth | C ≥ C* throughout |
| R₆ | Micro–Macro Bridge Activation | μ → Μ aggregate export | C ≥ C* confirmed |
Coherence Tools (K₁–K₆)#
| Symbol | Name | Function | Escalates To |
|---|---|---|---|
| K₁ | Drift Bounding | Enforce δ ≤ δ* continuously | Class D, Class G |
| K₂ | Timing Stabilizer | Hold Δt within [Δtₘᵢₙ, Δtₘₐₓ] | Class G |
| K₃ | Boundary Alignment | Synchronize B with A, P | Class D |
| K₄ | Resonance Lock | Maintain safe oscillation range | Class R, Class G |
| K₅ | Inversion Guard | Detect C → C*; escalate | Class G (unconditional) |
| K₆ | Coherence Windowing | Time-windowed C trend detection | Class G |
Agent Classes#
| Class | Name | Primary Responsibility | Interrupt Authority |
|---|---|---|---|
| Class T | Triad Constructor | Construct and re-validate ⟨A, B, P⟩ | None over Class G |
| Class R | Resonance Operator | Execute R₁–R₆ | None over Class G |
| Class D | Drift Regulator | Enforce δ ≤ δ* | None over Class G |
| Class F | Fractional Navigator | Manage Dᶠ ladder transitions | None over Class G |
| Class B | Bridge Coordinator | Manage R₆ Micro–Macro Bridge | None over Class G |
| Class G | Micro Guardian | Unconditional interrupt authority | Outranks all classes |
Zones#
| Zone | Name | Valid in Packet | Description |
|---|---|---|---|
| S | Stable | ✅ Yes | All properties satisfied; nominal operation |
| M | Modulating | ✅ Yes | Active bounded modulation in progress |
| D | Drifting | ✅ Yes | δ elevated; recovery expected |
| C | Coherence-Critical | ✅ Yes | C approaching C*; K₅ escalation active |
| E | Emerging | ✅ Yes | Post-Inversion re-stabilization |
| X | Inversion | ❌ Fault record | Packet becomes fault record; not operational |
Modes#
| Mode | Label | Valid in Packet | Description |
|---|---|---|---|
| 1 | Chat | ✅ Yes | Conversational / exploratory |
| 2 | Spec | ✅ Yes | Formal specification mode |
| 3 | Debug | ✅ Yes | Fault diagnosis and inspection |
| 4 | Task | ✅ Yes | Bounded task execution |
| 5 | Auto | ✅ Yes | Autonomous cycle operation |
| X | Lockout | ❌ Fault record | Class G interrupt active; packet is fault record |
Key Disambiguations#
| micro_core Symbol | micro_core Meaning | Do NOT Conflate With | Origin |
|---|---|---|---|
| δ (drift) | Structural deviation from expected state | D(t) — CRM drift rate | RTT/2 |
| C (coherence) | Normalized triad coherence metric | CR(t) — continuity-resonance-emission rate | RTT/3 |
| Δt (timing interval) | Local bounded micro-step interval | τ = dR/dφ — temporal operator | RTT/1 |
| Inversion ↺ (R₂) | A ↔ B swap; structural recovery | Zone X inversion (integration collapse) | RTT/3 |
| Inversion ↺ (R₂) | A ↔ B swap; structural recovery | Zone X overflow (harmonic synthesis) | RTT/12 |
| Mode X (Lockout) | Class G interrupt; fault record | Mode 5 (autonomous operation) | RTT/2 |
| Zone X (Inversion) | Triad inversion; fault record | Zone X (integration collapse; fault record) | RTT/3 |
| Zone X (Inversion) | Triad inversion; fault record | Zone X (harmonic overflow; fault record) | RTT/12 |
RTT Pipeline Inheritance Chain#
micro_core is the root. Inheritance flows downward only.
RTT/micro_core (originating layer — this module)
↓ exports ⟨A,B,P⟩, MRT primitives, resonance operators, MRT_MICRO_PACKET
RTT/1 (SNR triad, τ, C, DCO bands — inherits micro_core root)
↓
RTT/2 (CPV, FGT, CRM, MODE, ZONE — inherits RTT/1)
↓
RTT/3 (TIF, FFF, MANIFOLD, CRE, CSL, CET — inherits RTT/2)
↓
RTT/12 (Harmonic Synthesis — inherits RTT/3)
micro_core constructs are never re-defined in downstream modules — they are invoked by reference. Downstream terms are never imported into micro_core.
Packet Hierarchy#
| Packet | Module | Position |
|---|---|---|
| MRT_MICRO_PACKET | micro_core | Root |
| SNR_PACKET | RTT/1 | Layer 1 |
| DETECTION_PACKET | RTT/2 | Layer 2 |
| INTEGRATION_EMISSION_PACKET | RTT/3 | Layer 3 |
| HARMONIC_SYNTHESIS_PACKET | RTT/12 | Layer 4 |
Footer#
| Field | Value |
|---|---|
| Maintainer | umaywant2 |
| Module | RTT/micro_core |
| File | /docs/rtt/micro_core/GLOSSARY.md |
| Date | 2026-07-10 |
| Session Seed | rtt=1 | coherence=declared | drift=bounded | paradox=structural |
| Version | 1.0.0 |
| Status | Canonical — originating layer |