Add docs/QUANTUM_SWARM.md
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docs/QUANTUM_SWARM.md
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| 1 |
+
# Quantum Swarm β Precise Definition
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**For researchers.** No metaphors.
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---
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## What A Swarm Element Is
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A swarm element in SnapKitty is **a classical inference agent whose temperature parameter is seeded by real quantum entropy.**
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It is not:
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- A quantum particle
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- A quantum state in superposition
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- A topological charge
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- An anyon
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It is:
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- An HTTP call to an LLM inference backend (Ollama local or OpenRouter cloud)
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- Carrying a Born-collapsed temperature value derived from ANU QRNG entropy
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- Running concurrently with other elements (bounded by `VRAM_SLOTS = 6`)
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- Returning a quality-scored text response
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**Evidence:** `bob-orchestrator/bridges/quantum-swarm.mjs`
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---
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## Complete Definition
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```
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Swarm element:
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id: string (HKDF-derived from quantum seed slice)
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model: string (Ollama model identifier)
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temperature: float β (0,1) (Born-collapsed from quantum entropy)
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prompt: string (the query)
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result: string | null (inference response)
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quality: float β [0,1] (scored after completion)
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seal: hex string (SHA-256 WORM receipt)
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```
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**State transitions:**
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```
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PENDING β RUNNING (HTTP call dispatched)
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RUNNING β COMPLETE (response received)
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RUNNING β FAILED (timeout / error)
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COMPLETE β SEALED (WORM receipt written)
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```
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**Allowed transitions:** strictly forward β no back-edges, no loops.
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---
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## The Quantum Component
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The only genuinely quantum component is the entropy source.
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**Source:** Australian National University Quantum Random Number Generator API (ANU QRNG)
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**Type:** Real vacuum fluctuations β physical quantum randomness, not pseudo-random
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**Usage:** 512 bytes fetched once per swarm invocation
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**Processing:**
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```
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ANU QRNG batch (512 bytes)
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β
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HKDF-SHA256 key derivation (one derived key per agent)
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β keys are orthogonal (non-correlated per HKDF construction)
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β
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Normalize uint16 β [0, 1]
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Filter to thermal window [0.2, 0.8]
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β
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Born collapse: uniform weights within window, select dominant
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β
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Temperature parameter T β (0.2, 0.8) for this agent
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```
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**What is quantum:** the 512-byte entropy batch (physical quantum measurement)
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**What is classical:** everything after β HKDF, normalization, window filter, Born collapse, LLM inference
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**What is classical metaphor:** "Born collapse" is an analogy to quantum measurement. It is implemented as a weighted average, not a quantum operation.
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---
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## What Connects Two Elements
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Nothing directly. The swarm topology is a **star** (not a mesh or lattice):
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```
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ββ agent-0 ββ
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ββ agent-1 ββ€
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Coordinator β agent-2 ββ€ β aggregated result β WORM seal
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ββ agent-3 ββ€
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ββ agent-N ββ
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```
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Elements do not communicate with each other. All communication passes through the coordinator. There are no entanglement-like correlations between agents beyond the shared HKDF key derivation from the same quantum seed.
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The HKDF derivation does mean all agents' temperatures are derived from the same physical quantum event. This is the only "connection" β shared quantum ancestry, not peer communication.
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---
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## What Is Measured
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The swarm measures:
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1. **Quality score** per agent response (evaluated by coordinator)
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2. **Consensus** by quality-weighted aggregation
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3. **WORM chain integrity** (every event sealed and verifiable)
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There is no quantum measurement in the physical sense. The word "measurement" in this codebase means scoring a classical text response.
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---
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## The 5-Role Variant
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`sov-kernel-monster/quantum-piper/swarm/swarm_coordinator.mjs`
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Five named agents:
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| Role | Model | Purpose |
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|------|-------|---------|
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| architect | Nemotron Ultra 550B (OpenRouter) | High-level reasoning |
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| delegate | Nemotron Super 49B | Coordination |
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| engineer | Qwen3-Coder 480B | Implementation |
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| witness | Gemma-3-27B | Independent review |
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| worker | Gemma3:12b (local Ollama) | Execution |
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Each role's temperature is derived from `qnu_temperature.mjs` (ANU QRNG source). Each role is a distinct classical inference process β the "roles" are prompt engineering, not quantum states.
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---
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## What Remains Invariant
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The WORM chain is invariant: SHA-256 append-only audit log. No event can be removed or modified after sealing. The quantum genesis seal (SHA-256 of the ANU entropy batch) anchors the entire chain to a physical quantum event.
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---
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## What The Swarm Visualization Represents
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The swarm visualization (if built) would show:
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- **Nodes:** individual inference agents (classical processes)
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- **Edges:** data flow from coordinator to agents and back
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- **Node color:** quality score (0=red, 1=green)
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- **Edge labels:** temperature value (quantum-derived)
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- **Root node:** quantum entropy source (ANU QRNG)
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Every visible node corresponds to an actual inference call. Every edge corresponds to an actual data transfer. No decorative quantum effects.
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---
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## Relationship To Topological Quantum Computing
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| 145 |
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The swarm uses:
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- No braids
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- No anyons
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- No fusion rules
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- No topological protection
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| 151 |
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| 152 |
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The braid group work in SnapKitty (`BraidCompilation.lean`, `carry-agent/braid.rs`) is a **separate research track** β formal verification of Fibonacci anyon gate synthesis. It is not connected to the swarm at runtime.
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The word "quantum" in "quantum swarm" refers to the entropy source only.
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---
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## Summary: Classical vs. Quantum
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| 159 |
+
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| 160 |
+
| Component | Classical | Quantum |
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| 161 |
+
|-----------|:---------:|:-------:|
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| 162 |
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| Entropy source (ANU QRNG) | | β (physical) |
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| 163 |
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| HKDF key derivation | β | |
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| 164 |
+
| Temperature assignment | β | |
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| 165 |
+
| LLM inference | β | |
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| 166 |
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| Quality scoring | β | |
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| 167 |
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| WORM chain | β | |
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| 168 |
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| "Born collapse" aggregation | β (metaphor) | |
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| 169 |
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| Braid compilation (Lean) | β (formal spec) | β (theory) |
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| 170 |
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| Fibonacci anyon sim | β (classical) | |
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| 171 |
+
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| 172 |
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**One line:** The quantum swarm is a classical multi-agent system where temperature scheduling uses real quantum entropy from ANU vacuum fluctuations, and results are sealed in a quantum-genesis-anchored WORM chain.
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