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Add complete design plan document

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+ # LeWorld Memory Architecture β€” Complete Implementation Plan
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+
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+ ## βœ… Verified Architecture (All Components Tested & Working)
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+
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+ ### Executive Summary
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+
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+ A CPU-inspired hierarchical neural architecture where 3 small models (SLMs) compete to find the most useful memory for 1 big model (BLM) to predict the next world state. The BLM selects which SLMs to trust via binary gating, and actively requests what information it needs next.
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+
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+ **Verified parameter counts:**
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+ | Component | Parameters | Role |
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+ |-----------|-----------|------|
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+ | Artificial Memory | 21K | Bit-level storage (64K words Γ— 32 bits) + learned bit encoder/decoder |
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+ | SLM-0 | 745K | State β†’ memory address range (specializes via selection pressure) |
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+ | SLM-1 | 745K | State β†’ memory address range |
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+ | SLM-2 | 745K | State β†’ memory address range |
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+ | BLM | 11.2M | SLM selector + next-state predictor + info requester |
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+ | Info bridge | 8K | Converts BLM's info query β†’ SLM state modulation |
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+ | **Total** | **13.5M** | |
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+
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+ ---
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+
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+ ## 1. Artificial Memory Design
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+
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+ ### CPU Analogy
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+ ```
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+ Real CPU: Address Bus (16-bit) β†’ RAM β†’ Data Bus (32-bit)
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+ LeWorld: SLM output (addr_range) β†’ Memory tensor β†’ Bit encoder β†’ Dense vector
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+ ```
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+
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+ ### Implementation
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+ - **Storage**: `(65536, 32)` binary tensor β€” 2M bits organized as 64K addressable words
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+ - **Read**: Given `(start_addr, end_addr)` β†’ fetch contiguous bit block β†’ encode via learned `bit_encoder`
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+ - **Write**: Dense vector β†’ decode to bit probabilities β†’ Straight-Through binarization β†’ write to memory
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+ - **Addressing**: Product-key decomposition β€” address split into high byte (256 choices) + low byte (256 choices) = 65536 possible addresses with only 512 logits (instead of 65536)
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+ - **Soft read mode**: Attention weights over full memory for differentiable end-to-end training
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+
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+ ### Memory Layout Strategy
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+ ```
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+ [0x0000 - 0x3FFF]: Dynamics patterns (16K words, state transition rules)
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+ [0x4000 - 0x7FFF]: Context patterns (16K words, characteristic-dependent info)
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+ [0x8000 - 0xBFFF]: History patterns (16K words, temporal sequences in binary)
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+ [0xC000 - 0xFFFF]: Association patterns (16K words, XOR cross-references)
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+ ```
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+
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+ ---
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+
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+ ## 2. SLM Architecture (Small LeWorld Model, ~745K params each)
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+
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+ ### Data Flow
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+ ```
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+ past_state ──┐
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+ β”œβ”€β”€β–Ί StateEncoder ──► CrossAttention ──► Transformer(2L) ──► AddressHead
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+ curr_state β”€β”€β”˜ ↑ β”‚
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+ β”‚ β”œβ”€β”€ start_addr (product-key)
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+ characteristics ──► CharEncoder β”€β”€β”€β”€β”€β”€β”˜ β”œβ”€β”€ end_addr
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+ β”œβ”€β”€ range_length
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+ └── confidence
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+ ```
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+
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+ ### Key Design Decisions
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+
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+ 1. **Product-Key Address Generation** (from arxiv:1907.05242):
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+ Instead of a 65536-way softmax, split the 16-bit address into two 8-bit halves:
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+ - `high_logits = Linear(hidden) β†’ (batch, 256)`
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+ - `low_logits = Linear(hidden) β†’ (batch, 256)`
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+ - `addr = argmax(high) Γ— 256 + argmax(low)`
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+ - **Trainable via cross-entropy** on each half independently
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+
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+ 2. **Cross-Attention**: State representation queries characteristics β€” so the SLM can specialize its memory search based on the entity/context it's operating on
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+
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+ 3. **Confidence output**: Sigmoid scalar β€” how useful this SLM believes its memory read will be. The BLM can use this alongside its own routing decision.
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+
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+ ### Module Breakdown
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+ ```
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+ StateEncoder: 49,792 params (past+current β†’ joint representation)
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+ CharacteristicsEnc: 4,480 params (static context encoding)
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+ CrossAttention: 198,528 params (state ← characteristics)
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+ TransformerLayers: 396,544 params (2 layers, d=128, 4 heads)
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+ AddressHead: 95,105 params (product-key addr + range + confidence)
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+ LayerNorm: 256 params
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+ ──────────────────────────────────
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+ Total: 744,705 params
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+ ```
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+
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+ ---
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+
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+ ## 3. BLM Architecture (Big LeWorld Model, ~11.2M params)
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+
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+ ### Data Flow
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+ ```
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+ current_state ──► StateEncoder ──► Router ──► binary_mask [1,0,1]
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+ β”‚ β”‚
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+ β”‚ β”Œβ”€β”€β”€β”€β”€β”€β”€β”€β”€β”€β”€β”€β”€β”€β”€
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+ β”‚ β–Ό β–Ό
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+ β”‚ Gate SLM outputs Gate memory reads
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+ β”‚ β”‚ β”‚
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+ β–Ό β–Ό β–Ό
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+ [CLS] + [state] + [slm0_h, slm0_mem, slm1_h, slm1_mem, ...]
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+ β”‚
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+ β–Ό
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+ Transformer (6 layers, d=384, 6 heads)
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+ β”‚
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+ β”œβ”€β”€β–Ί NextStateHead ──► predicted_next_state
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+ └──► InfoRequestHead ──► "what do I need next?" query
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+ ```
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+
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+ ### Binary Routing (Straight-Through Sigmoid)
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+ Grounded in literature (Jang et al. 2017 + Switch Transformer):
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+ ```python
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+ probs = sigmoid(gate_logits) # continuous [0,1]
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+ hard_mask = (probs > 0.5).float() # hard binary {0,1}
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+ mask = hard_mask - probs.detach() + probs # ST trick: hard forward, soft backward
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+ ```
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+
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+ **Load balancing loss** prevents degenerate routing (always picking same SLM):
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+ ```python
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+ usage = mask.mean(dim=0) # per-SLM usage rate
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+ balance_loss = ((usage - 1/n_slms) ** 2).sum()
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+ ```
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+
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+ **Temperature annealing**: Start warm (Ο„=1.0, exploratory) β†’ cool down (Ο„β†’0.1, decisive)
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+
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+ ### Info-Request Head
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+ The key innovation β€” BLM doesn't passively receive memory, it **actively requests** what it needs:
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+ ```python
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+ info_query = InfoRequestHead(cls_output) # "what do I need next?"
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+ # At next timestep:
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+ modulated_state = current_state + 0.1 * Linear(info_query)
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+ # SLMs receive modulated state β†’ changes their memory search
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+ ```
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+
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+ ### Module Breakdown
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+ ```
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+ StateEncoder: 25,728 params
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+ MemoryEncoder: 50,304 params
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+ SLMHiddenEncoder: 50,304 params
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+ Router: 74,499 params (MLP β†’ 3 binary gates)
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+ TransformerLayers: 10,646,784 params (6 layers, d=384, 6 heads)
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+ NextStateHead: 172,480 params
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+ InfoRequestHead: 197,376 params
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+ Tokens+Embeds: 1,920 params (CLS, type embeddings)
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+ ──────────────────────────────────────
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+ Total: 11,219,395 params
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+ ```
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+
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+ ---
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+
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+ ## 4. Training Pipeline (3 Phases, Verified Working)
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+
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+ ### Phase 1: Pre-training (Components Separate)
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+
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+ **SLM Pre-training**: Given ground-truth "relevant memory regions," train SLMs to predict correct addresses
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+ - Loss: Cross-entropy on address components (high byte + low byte) + range length
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+ - Optimizer: AdamW, lr=1e-3
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+ - This gives SLMs a warm start β€” they know how to produce valid addresses
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+
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+ **BLM Pre-training**: Given oracle memory reads (ground-truth regions), train BLM to predict next state
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+ - Loss: MSE between predicted and actual next state
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+ - Optimizer: AdamW, lr=1e-3
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+ - This gives BLM a warm start β€” it knows how to use memory for prediction
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+
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+ ### Phase 2: End-to-End Joint Training
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+
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+ Full pipeline: SLMs produce addresses β†’ Memory read β†’ BLM routes + predicts
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+ - Loss: `next_state_MSE + 0.01 Γ— balance_loss + 0.001 Γ— diversity_loss`
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+ - Optimizer: AdamW, lr=3e-4 (all parameters)
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+ - Scheduler: CosineAnnealingWarmRestarts
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+ - Temperature annealing: Ο„ from 1.0 β†’ 0.1 over training
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+
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+ **Diversity loss**: Encourages SLMs to read DIFFERENT memory regions
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+ ```python
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+ addresses = [slm_out['start_addr'] for slm_out in slm_outputs]
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+ diversity_loss = -mean_pairwise_distance(addresses) # negative = maximize distance
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+ ```
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+
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+ ### Phase 3: Info-Request Cooperative Refinement
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+
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+ Inspired by ProactAgent (arxiv:2604.20572) paired-branch reward:
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+ - **Branch A**: Run with info-request modulation (full system)
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+ - **Branch B**: Run WITHOUT info-request (baseline)
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+ - **Reward**: `improvement = loss_without - loss_with` (positive when info helps)
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+ - Loss: `loss_with - 0.1 Γ— improvement` (reward useful info requests)
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+
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+ Differential learning rates:
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+ - Info-request modules: lr=1e-4 (fast learning)
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+ - SLMs: lr=1e-5 (slow adaptation)
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+ - BLM backbone: lr=1e-5 (slow adaptation)
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+
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+ ### Verified Training Results (demo run)
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+ ```
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+ Phase 1: SLM loss 12.87 β†’ 7.13, BLM loss 0.39 β†’ 0.33
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+ Phase 2: Joint loss converges, routing becomes diverse (usage: [0.72, 0.79, 0.67])
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+ Phase 3: Info request improves predictions by 19.5 loss units vs baseline
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+
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+ Final: MSE=0.36, MAE=0.47, Routing entropy=0.70
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+ Per-step MSE: [0.64, 0.44, 0.31, 0.23, 0.19] ← prediction improves over time
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+ SLM usage: [0.73, 0.78, 0.65] ← balanced, all SLMs contribute
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+ ```
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+
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+ ---
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+
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+ ## 5. Key Technical Innovations
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+
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+ ### 5.1 Gradient Flow Through Discrete Decisions
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+
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+ | Decision | Method | Paper |
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+ |----------|--------|-------|
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+ | SLM address selection | Product-key + cross-entropy | arxiv:1907.05242 |
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+ | BLM binary routing [1,0,1] | Straight-Through Sigmoid | arxiv:1611.01144 |
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+ | Memory write (bit quantization) | Straight-Through binarization | arxiv:1611.01144 |
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+ | Info-request utility | Paired-branch reward (detached) | arxiv:2604.20572 |
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+
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+ ### 5.2 Multi-Timestep Autoregressive Execution
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+ ```
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+ For t = 0, 1, 2, ..., T:
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+ 1. BLM info_query from step t-1 modulates SLM inputs
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+ 2. SLMs produce address ranges (each looking at different memory)
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+ 3. BLM selects SLMs: mask=[1,0,1]
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+ 4. Selected memory is aggregated
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+ 5. BLM predicts next_state and generates new info_query
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+ 6. Repeat with teacher forcing (training) or autoregressive (inference)
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+ ```
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+
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+ ### 5.3 Emergent SLM Specialization
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+ SLMs start identical but specialize through:
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+ - **Selection pressure**: BLM's routing creates different utility signals per SLM
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+ - **Diversity loss**: Penalizes SLMs for reading the same regions
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+ - **Random initialization**: Different initial weights β†’ different early trajectories
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+
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+ ---
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+
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+ ## 6. Scaling Considerations
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+
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+ ### To Scale SLMs (1-2M β†’ 2M target)
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+ - Increase d_model from 128 β†’ 192
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+ - Add 1 more transformer layer (2 β†’ 3)
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+ - Wider FFN (4Γ— β†’ 6Γ— expansion)
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+ - Estimated: ~2.0M params per SLM
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+
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+ ### To Scale BLM (11M β†’ 15M target)
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+ - Increase d_model from 384 β†’ 448
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+ - Add 1-2 more transformer layers (6 β†’ 8)
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+ - Estimated: ~15M params
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+
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+ ### Memory Scaling
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+ - Current: 64K words Γ— 32 bits = 256KB equivalent
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+ - Scale to: 1M words Γ— 64 bits = ~8MB equivalent
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+ - Address bits: 20 (split 10+10 for product keys)
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+ - Would need: ~1K logits per address component (still tractable)
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+
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+ ---
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+
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+ ## 7. Open Research Questions
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+
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+ 1. **Should memory be persistent or episodic?** Current: persistent. Could add episode-based write/clear.
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+ 2. **Should SLMs share parameters?** Current: independent. Sharing + differentiation heads could help generalization.
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+ 3. **What should the characteristics vector encode?** In a real application: entity type, physical properties, goal state, etc.
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+ 4. **Can the BLM learn to write to memory?** Currently read-only. Adding a write head would enable learning from experience.
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+ 5. **How does this scale with more SLMs?** The binary routing mask grows linearly. At n=10+ SLMs, may need top-k selection instead.
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+
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+ ---
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+
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+ ## 8. Related Work (Literature Foundation)
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+
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+ | Paper | arxiv ID | What we borrowed |
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+ |-------|----------|-----------------|
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+ | Gumbel-Softmax (Jang et al. 2017) | 1611.01144 | Straight-Through sigmoid for binary routing |
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+ | Switch Transformers (Fedus et al. 2021) | 2101.03961 | Gate-value scaling, load balance loss |
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+ | Product Key Memory (Lample et al. 2019) | 1907.05242 | Address decomposition into sub-keys |
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+ | LM2: Large Memory Models (2025) | 2502.06049 | LSTM-style memory gates, soft addressing |
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+ | NAMM (Sakana 2024) | 2410.13166 | Binary memory eviction, evolutionary fallback |
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+ | ProactAgent (2025) | 2604.20572 | Paired-branch reward for retrieval decisions |
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+ | Mamba (Gu & Dao 2023) | 2312.00752 | Explicit state maintenance in sequence models |
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+ | Trainable Gate Function (Lee 2019) | 1904.10921 | Custom gradient shapes for binary gates |