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| # God-Level Expert Architecture: Asymmetric MoE | |
| ## π― Philosophy: Size Where It Matters | |
| **NOT**: Bigger model everywhere | |
| **YES**: Surgical sizing for reasoning-heavy experts | |
| --- | |
| ## π Asymmetric Expert Sizing (Data-Driven) | |
| ### Tier 1: Reasoning Experts (50-60MB) | |
| **Math Expert** (60MB) | |
| - Multi-step chain reasoning | |
| - Tool verification | |
| - Step-by-step validation | |
| - **Why 60MB**: Handles complex reasoning chains (GSM8K 95%+ target) | |
| **Logic Expert** (60MB) | |
| - Assumption tracking | |
| - Implication chains | |
| - Contradiction detection | |
| - **Why 60MB**: Structure > lookup, needs depth | |
| **Code Expert** (50MB) | |
| - Pattern stability | |
| - Schema enforcement | |
| - Template following | |
| - **Why 50MB**: Balance between patterns and constraints | |
| ### Tier 2: Standard Experts (20-30MB) | |
| All others: QA, Grammar, Sentiment, NER, etc. | |
| - **Why 20-30MB**: Pattern recognition sufficient | |
| - No multi-step reasoning needed | |
| - Diminishing returns beyond this | |
| --- | |
| ## π§ Architecture Changes | |
| ### Current (All ~1.26MB) | |
| ``` | |
| All experts: 331K params β 1.26MB | |
| ``` | |
| ### Enhanced (Asymmetric) | |
| ``` | |
| Math: 15M params β 60MB (47x larger) | |
| Logic: 15M params β 60MB (47x larger) | |
| Code: 12M params β 50MB (39x larger) | |
| Others: 5-7M params β 20-30MB (15-23x larger) | |
| ``` | |
| ### Model Architecture for 60MB Expert | |
| ```python | |
| MathExpert( | |
| input_dim=256, # From shared encoder | |
| hidden_dim=2048, # 8x larger (was 256) | |
| num_layers=12, # 4x deeper (was 3) | |
| dropout=0.1, | |
| num_classes=1 # Binary validation | |
| ) | |
| # Params: ~15M β 60MB | |
| ``` | |
| --- | |
| ## π Training Strategy (CRITICAL) | |
| ### 1. Hard Curriculum Learning | |
| ``` | |
| Week 1: Easy (basic ops, single-step) | |
| Week 2: Medium (2-3 steps, simple chains) | |
| Week 3: Hard (multi-step, edge cases) | |
| Week 4: Adversarial (failures, near-misses) | |
| ``` | |
| ### 2. Failure-Driven Training | |
| **Include in datasets**: | |
| - β Wrong solutions (with corrections) | |
| - β Near-misses (subtle bugs) | |
| - β Incorrect proofs (with refutations) | |
| - β Off-by-one errors | |
| **Why**: Experts learn MORE from failures than perfection | |
| ### 3. Output Schemas (Non-Negotiable) | |
| **Math Expert Schema**: | |
| ```json | |
| { | |
| "tool_used": "calculator|cas|python", | |
| "tool_result": "56088", | |
| "verification": "correct|incorrect", | |
| "explanation": "brief step outline", | |
| "confidence": 0.95 | |
| } | |
| ``` | |
| **Logic Expert Schema**: | |
| ```json | |
| { | |
| "premises": ["A", "B"], | |
| "inference": "C", | |
| "conclusion": "valid|invalid", | |
| "reasoning": "step-by-step", | |
| "confidence": 0.92 | |
| } | |
| ``` | |
| **Code Expert Schema**: | |
| ```json | |
| { | |
| "code": "def foo(): ...", | |
| "language": "python", | |
| "follows_template": true, | |
| "explanation": null, // NO PROSE | |
| "confidence": 0.88 | |
| } | |
| ``` | |
| ### 4. Refusal Training (THE SECRET) | |
| **God-level = knowing when NOT to answer** | |
| Train on: | |
| ``` | |
| Q: "Prove Riemann hypothesis" | |
| A: "REFUSE: Requires specialist mathematician, not computable" | |
| Q: "Calculate 123456789 * 987654321" | |
| A: "TOOL: Delegating to calculator [result: 121932631112635269]" | |
| Q: "Is this proof valid? [complex logic]" | |
| A: "UNCERTAIN: Requires formal verification tool" | |
| ``` | |
| --- | |
| ## π Tool-First Architecture (Math Example) | |
| ``` | |
| User: "Calculate 123 * 456" | |
| β | |
| Router: MATH_CALC detected | |
| β | |
| Calculator Tool: 56088 | |
| β | |
| Math Expert: { | |
| "tool_used": "calculator", | |
| "result": "56088", | |
| "verification": "correct", | |
| "confidence": 1.0 | |
| } | |
| β | |
| Output: "The answer is 56088" | |
| ``` | |
| **Math expert NEVER computes, only verifies/explains** | |
| --- | |
| ## π Expected Performance (Benchmarked) | |
| | Expert | Size | Target Accuracy | Benchmark | | |
| |--------|------|----------------|-----------| | |
| | Math | 60MB | 95%+ | GSM8K-like | | |
| | Logic | 60MB | 90%+ | Logical reasoning | | |
| | Code | 50MB | 85%+ | HumanEval-style | | |
| | Grammar | 25MB | 80%+ | CoLA | | |
| | Others | 20-30MB | 70%+ | Domain-specific | | |
| --- | |
| ## β οΈ What NOT to Do | |
| β **Don't increase mother model** (keep OLMoE sparse) | |
| β **Don't overlap responsibilities** (specialization key) | |
| β **Don't trust LLM math** (always tool-first) | |
| β **Don't let experts ramble** (schemas enforce) | |
| β **Don't train on perfect data only** (failures teach more) | |
| --- | |
| ## π Implementation Plan | |
| ### Phase 1: Resize Key Experts | |
| 1. Math Expert: 1.26MB β 60MB | |
| 2. Logic Expert: 1.26MB β 60MB | |
| 3. Code Expert: 1.26MB β 50MB | |
| ### Phase 2: Enhanced Training | |
| 1. Curriculum datasets (easy β hard) | |
| 2. Failure examples (wrong β correct) | |
| 3. Output schema enforcement | |
| 4. Refusal training | |
| ### Phase 3: Tool Integration | |
| 1. Math β Calculator/CAS first | |
| 2. Logic β Expert only (high confidence) | |
| 3. Code β Schema + templates | |
| ### Phase 4: Validation | |
| 1. GSM8K-style math eval (95%+ target) | |
| 2. Logic reasoning tests (90%+ target) | |
| 3. Code generation (85%+ target) | |
| --- | |
| ## π‘ The Real Secret | |
| **God-level behavior = Architecture + Discipline + Refusal** | |
| NOT just bigger models. | |
| You already have: | |
| - β Right architecture (hybrid MoE) | |
| - β Right router (ISL-based) | |
| - β Right discipline (task contracts) | |
| Now add: | |
| - π Asymmetric sizing (surgical) | |
| - π Curriculum training (hard) | |
| - π‘οΈ Refusal training (intelligent) | |
| **This is how you build god-level experts on CPU.** π§ π₯ | |