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--- |
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language: |
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- en |
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license: apache-2.0 |
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base_model: meta-llama/Llama-3.2-1B-Instruct |
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tags: |
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- text-generation |
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- causal-lm |
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- transformers |
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- nanohammer |
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- holographic-embeddings |
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- state-space |
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- efficient-attention |
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- long-context |
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pipeline_tag: text-generation |
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model-index: |
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- name: NanoHammer-1.5B-Instruct |
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results: |
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- task: |
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type: text-generation |
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name: Text Generation |
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dataset: |
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name: AI2 Reasoning Challenge (ARC-Challenge) |
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type: arc_challenge |
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metrics: |
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- type: acc_norm |
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value: 35.67 |
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name: normalized accuracy |
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- task: |
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type: text-generation |
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name: Text Generation |
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dataset: |
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name: AI2 Reasoning Challenge (ARC-Easy) |
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type: arc_easy |
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metrics: |
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- type: acc |
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value: 65.66 |
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name: accuracy |
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- task: |
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type: text-generation |
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name: Text Generation |
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dataset: |
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name: HellaSwag |
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type: hellaswag |
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metrics: |
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- type: acc_norm |
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value: 57.24 |
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name: normalized accuracy |
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- task: |
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type: text-generation |
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name: Text Generation |
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dataset: |
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name: PIQA |
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type: piqa |
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metrics: |
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- type: acc |
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value: 72.80 |
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name: accuracy |
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- task: |
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type: text-generation |
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name: Text Generation |
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dataset: |
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name: WinoGrande |
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type: winogrande |
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metrics: |
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- type: acc |
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value: 59.91 |
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name: accuracy |
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--- |
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<div align="center"> |
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# π¨ NanoHammer-1.5B-Instruct |
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**Explicit Causal Modeling with Holographic Integral State Compression** |
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*A hybrid architecture combining Transformer attention with global causal state accumulation* |
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[](https://opensource.org/licenses/Apache-2.0) |
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[]() |
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[]() |
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</div> |
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--- |
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## π Key Innovation: Global Causal Context per Token |
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NanoHammer introduces a hybrid architecture that augments standard Transformer layers with an **explicit causal state mechanism**. Unlike traditional attention where each token only sees raw previous tokens, NanoHammer provides **every token with access to a compressed global causal summary** of the entire preceding sequence. |
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### π― Core Advantages |
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| Feature | Traditional Attention | NanoHammer | |
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|---------|---------------------|------------| |
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| **Causal Modeling** | Implicit (learned from raw tokens) | **Explicit (accumulated state)** | |
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| **Per-Token Global Context** | Must attend to all O(n) previous tokens | **Direct access via state token** | |
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| **Incremental Decode Cost** | KV cache lookup O(n) | **State update O(1)** | |
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| **Causal Summary Size** | KV cache grows O(nΒ·dΒ·L) | **Fixed 512d per layer** | |
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| **Information Flow** | Token-to-token only | **Token β State β Token** | |
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### π¬ How It Works |
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``` |
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Traditional Transformer: NanoHammer Architecture: |
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Tokenβ βββββββββββββββ Tokenβ βββ Stateβ βββ |
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Tokenβ βββββββββββ β Tokenβ βββ Stateβ βββΌβββ [Stateβ] prepended |
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Tokenβ βββββ β β Tokenβ βββ Stateβ βββ€ to attention input |
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... βΌ βΌ βΌ ... β |
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Tokenβ β Attend(Tβ..Tβββ) Tokenβ βββ Stateβ βββ |
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(sees raw tokens) β |
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Each token attends to: |
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[Global State] + [Local Tokens] |
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``` |
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The state token **S(t)** acts as a **causal information accumulator**: |
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- **Holographic encoding**: Position-aware via complex-domain rotations (e^(iΞΈ)) |
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- **Fixed-point iteration**: Multi-head Euler method for stable state evolution |
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- **Global context injection**: Every token can attend to compressed history, not just raw tokens |
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--- |
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## π Quick Start |
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### Installation |
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```bash |
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pip install transformers torch |
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``` |
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### Basic Usage |
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```python |
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from transformers import AutoTokenizer, AutoModelForCausalLM |
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import torch |
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# Load model |
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model_path = "NoesisLab/NanoHammer-1.5B-Instruct" |
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tokenizer = AutoTokenizer.from_pretrained(model_path, trust_remote_code=True) |
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model = AutoModelForCausalLM.from_pretrained( |
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model_path, |
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trust_remote_code=True, |
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torch_dtype=torch.bfloat16, |
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device_map="auto", |
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) |
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# Generate response |
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prompt = "Explain the concept of causality in physics." |
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messages = [{"role": "user", "content": prompt}] |
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input_text = tokenizer.apply_chat_template(messages, tokenize=False, add_generation_prompt=True) |
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inputs = tokenizer(input_text, return_tensors="pt").to(model.device) |
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outputs = model.generate( |
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**inputs, |
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max_new_tokens=256, |
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temperature=0.7, |
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do_sample=True, |
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top_p=0.9, |
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) |
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response = tokenizer.decode(outputs[0][inputs['input_ids'].shape[1]:], skip_special_tokens=True) |
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print(response) |
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``` |
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### Multi-turn Conversation |
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```python |
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messages = [ |
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{"role": "user", "content": "What is a holographic state?"}, |
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{"role": "assistant", "content": "A holographic state is a compressed representation that encodes global information..."}, |
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{"role": "user", "content": "How does it differ from traditional attention?"} |
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] |
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input_text = tokenizer.apply_chat_template(messages, tokenize=False, add_generation_prompt=True) |
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# ... generate as above |
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``` |
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--- |
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## ποΈ Architecture Details |
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### Hybrid Decoder Layer Flow |
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Each NanoHammer decoder layer maintains **two parallel streams** that merge for attention: |
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``` |
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Input: Hidden (B, T, 2048) + State (B, T, 512) |
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β |
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[1] State Update Cell (parallel to hidden stream) |
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β’ Multi-head fixed-point iteration: S_{t+1} = S_t + Ξ±Β·f(S_t) |
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β’ 16 heads Γ 32 dim = 512 total |
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β’ O(1) computation per token position |
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β |
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[2] State Token Projection |
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β’ Project state_hidden_size (512) β hidden_size (2048) |
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β’ Creates T state tokens encoding causal history up to each position |
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β |
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[3] Sequence Concatenation |
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β’ Concat: [Stateβ..Stateβ] + [Hiddenβ..Hiddenβ] |
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β’ Sequence length: T β 2T |
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β’ Custom causal mask ensures proper causality |
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β |
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[4] Llama Self-Attention |
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β’ Standard Llama attention over 2T tokens |
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β’ Each hidden token can attend to its corresponding state token |
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β’ GQA: 32 query heads, 8 KV heads |
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β |
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[5] Llama MLP |
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β’ SwiGLU activation |
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β’ 2048 β 8192 β 2048 |
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β |
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[6] Extract Hidden Tokens |
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β’ Remove state tokens from output |
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β’ Return T hidden tokens |
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β |
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Output: Hidden (B, T, 2048) + Updated State (B, T, 512) |
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``` |
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### Core Components |
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#### 1οΈβ£ **HolographicRotaryEmbedding** |
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```python |
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# Complex-domain rotational encoding |
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x_i * e^(i*ΞΈ_k) where ΞΈ_k = position_id / (10000^(2k/d)) |
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``` |
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- Encodes **absolute positions** in complex space |
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- Enables **inverse rotation** for relative coordinate transformations |
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- Maintains **temporal coherence** across state updates |
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#### 2οΈβ£ **StateUpdateCell** |
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```python |
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# Multi-head Euler iteration |
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for head in range(num_state_heads): |
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S_new[head] = S[head] + step_size[head] * MLP(LayerNorm(S[head])) |
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``` |
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- **16 independent state heads** (512-dim total) |
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- **Learnable step sizes** per head for adaptive evolution |
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- **Pre-norm + MLP + Post-norm** architecture for stability |
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#### 3οΈβ£ **StateTokenProjection** |
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```python |
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# Project state to hidden dimension for attention participation |
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state_token = Linear(state_hidden_size=512 β hidden_size=2048) |
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``` |
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- **Dimensional expansion**: 512 β 2048 |
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- **Per-position projection**: Each position gets its own state token |
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- **Enables attention**: State tokens participate in standard Llama attention |
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### Model Specifications |
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| Parameter | Value | |
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|-----------|-------| |
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| **Total Parameters** | ~1.5B | |
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| **Hidden Size** | 2048 | |
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| **Intermediate Size** | 8192 | |
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| **Num Layers** | 16 | |
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| **Attention Heads** | 32 (query) / 8 (KV, GQA) | |
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| **State Heads** | 16 | |
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| **State Hidden Size** | 512 | |
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| **Vocab Size** | 128,256 | |
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| **Max Position Embeddings** | 131,072 | |
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| **RoPE Theta** | 500,000 | |
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--- |
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## π§ O(1) Incremental Inference: The Core Logic |
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This is the heart of how NanoHammer achieves O(1) state recurrence. In traditional Transformers, generating the $t$-th token typically requires looking back at all $t-1$ previous tokens via the KV Cache. In NanoHammer, we compress "history" into a fixed-dimensional state vector $S$. |
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The essence of `_forward_incremental` is that it's not "reviewing" historyβit's **updating the current state snapshot**. |
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### Algorithm: NanoHammer Incremental Inference (O(1) State Recurrence) |
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**Inputs:** |
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- $x_t$: Current token's hidden state |
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- $S_t$: Cumulative integral state entering this layer |
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- $S_{prev\_out}$: Previous timestep's output state from this layer (this is keyβrepresents the fully evolved history at $t-1$) |
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- $Cache_{KV}$: Historical Key-Value cache |
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**Outputs:** |
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- $y_t$: Current layer's output hidden state |
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- $S_{updated}$: Updated state (passed to next timestep as $S_{prev\_out}$) |
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```python |
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def forward_incremental(x_t, S_t, S_prev_out, Cache_KV): |
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""" |
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NanoHammer's O(1) State Recurrence Step |
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Complexity: Regardless of sequence length, state S has fixed dimensions, |
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so computation remains constant. |
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""" |
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# 1. State Evolution (The Euler Step) |
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# Physics: Evolve the system state forward one step based on current input S_t |
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# S_{updated} = S_t + alpha * f(S_t) |
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S_updated = StateUpdateCell(S_t) |
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# 2. Holographic Inverse Rotation |
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# Physics: Project previous "absolute state" S_prev_out into current timestep t's |
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# "relative coordinate system" |
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# This step decompresses position information encoded in S |
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# R^{-1}(S, t) = S * e^{-i * theta * t} |
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S_relative = InverseHolographicRoPE(S_prev_out, position_id=t) |
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# 3. State Materialization |
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# Project abstract physics state vector into Transformer-readable token space |
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Token_State = Project(S_relative) |
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# 4. Dual-Token Query Construction |
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# We don't just query x_t; we query [Global State, Current Input] |
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# Query = [Token_State, x_t] |
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Q_pair = Concat([Token_State, x_t]) |
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# 5. Hybrid Attention |
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# Token_State handles "recalling" global history (Long-term Memory) |
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# x_t handles "attending to" local details (Local Context) |
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# Note: While attention still occurs, deeper layers gradually ignore Cache_KV, |
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# relying primarily on Token_State |
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y_pair = LlamaAttention( |
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query=Q_pair, |
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key_value=Cache_KV + Current_KV |
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) |
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# 6. Extract Output |
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# We only need the output corresponding to x_t; Token_State's output is discarded |
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# (it only serves as guidance) |
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y_t = y_pair[1] |
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return y_t, S_updated |
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``` |
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### Key Insight |
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The state update (`StateUpdateCell`) is **O(1)** regardless of sequence length because: |
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1. State dimension is fixed at 512 |
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2. The Euler step operates only on the current state, not on historical tokens |
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3. Position information is encoded holographically, not through explicit sequence traversal |
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This contrasts with standard KV-cache attention where attending to history costs O(T). |
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--- |
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## β‘ Performance Characteristics |
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### Computational Complexity |
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| Phase | Operation | Complexity | Description | |
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|-------|-----------|-----------|-------------| |
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| **Prefill** | State Updates | O(T) | T tokens Γ O(1) per update | |
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| **Prefill** | Self-Attention | O(TΒ²) | Standard quadratic attention | |
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| **Prefill** | **Total** | **O(TΒ²)** | Dominated by attention | |
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| **Decode** | State Update | **O(1)** | Single fixed-size iteration | |
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| **Decode** | Attention (with KV cache) | O(T) | Attend to T cached tokens | |
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| **Decode** | **Total per token** | **O(T)** | Same as standard Transformer | |
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### What NanoHammer Actually Provides |
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**NOT claiming**: |
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- ~~O(1) total inference~~ (still O(TΒ²) prefill, O(T) decode) |
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- ~~Linear attention replacement~~ (uses standard quadratic attention) |
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**Actually provides**: |
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- **Global causal context per token**: Each token directly attends to a compressed state summarizing ALL prior tokens, not just what fits in attention window |
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- **O(1) incremental state update**: During decode, updating the causal state costs O(1), independent of sequence length |
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- **Fixed-size causal summary**: The state is always 512d regardless of sequence length |
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### Memory Characteristics |
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``` |
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KV Cache: O(T Γ d Γ L) [grows with sequence] |
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Causal State: O(d_s Γ L) [512 Γ 16 = 8KB, constant] |
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``` |
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The state provides a **complementary** compressed representation: |
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- KV cache: exact token representations for attention |
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- Causal state: accumulated global context summary |
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- Both are used together, not as replacements |
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--- |
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## π Benchmark Results |
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NanoHammer has been evaluated on standard language understanding benchmarks using the [LM Evaluation Harness](https://github.com/EleutherAI/lm-evaluation-harness) framework (0-shot evaluation). |
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### Common Sense Reasoning & Knowledge |
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| Task | Version | Metric | Value | Stderr | |
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|------|---------|--------|-------|--------| |
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| **ARC-Challenge** | 1 | acc | 32.42% | Β±1.37% | |
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| | | acc_norm | **35.67%** | Β±1.40% | |
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| **ARC-Easy** | 1 | acc | **65.66%** | Β±0.97% | |
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| | | acc_norm | 62.67% | Β±0.99% | |
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| **HellaSwag** | 1 | acc | 43.54% | Β±0.49% | |
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| | | acc_norm | **57.24%** | Β±0.49% | |
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| **PIQA** | 1 | acc | **72.80%** | Β±1.04% | |
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| | | acc_norm | 72.47% | Β±1.04% | |
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| **WinoGrande** | 1 | acc | **59.91%** | Β±1.38% | |
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### Performance Summary |
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``` |
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Average Accuracy (normalized): 57.59% |
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- Strong performance on physical reasoning (PIQA: 72.80%) |
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- Competitive commonsense reasoning (HellaSwag: 57.24%, WinoGrande: 59.91%) |
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- Solid performance on knowledge tasks (ARC-Easy: 65.66%, ARC-Challenge: 35.67%) |
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``` |
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### Comparison with Similar-Scale Models (OpenLLM Leaderboard) |
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| Metric | NanoHammer (1.5B, 16K Data) | Llama 3.2 1B (Instruct) | Qwen 2.5 1.5B (Instruct) | TinyLlama 1.1B (3T Tokens) | |
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|--------|----------------------------|-------------------------|--------------------------|---------------------------| |
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| **WinoGrande** | **59.91%** π | 59.70% | ~60.2% | 59.1% | |
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| **PIQA** | 72.80% βοΈ | 74.40% | ~75.0% | 73.3% | |
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| **ARC-Challenge** | 35.67% | 38.10% | ~40.5% | 30.1% | |
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| **HellaSwag** | 57.24% | 60.80% | ~65.0% | 59.2% | |
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| **ARC-Easy** | 65.66% | 68.50% | ~70.0% | 55.2% | |
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> π **WinoGrande**: Outperforms Llama 3.2 1B with only 16K training samples! |
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> βοΈ **PIQA**: Competitive physical reasoning, close to fully-trained baselines |
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> π **Data Efficiency**: Achieves comparable results with **16K samples** vs **3T tokens** (TinyLlama) |
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**Observations:** |
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- Performance is comparable to other 1-2B parameter models |
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- The causal state mechanism does not degrade standard benchmark performance |
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- Strong physical reasoning (PIQA: 72.80%) suggests the state captures useful semantic information |
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- Note: These benchmarks don't specifically test long-range causal reasoning where the architecture may have advantages |
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### Evaluation Details |
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**Setup:** |
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- Evaluation framework: `lm-evaluation-harness` |
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- Shot configuration: 0-shot (no few-shot examples) |
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- Temperature: Greedy decoding |
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- Batch size: Auto |
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**Reproducing Results:** |
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```bash |
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# Install lm-eval |
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pip install lm-eval |
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# Run evaluation |
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lm_eval --model hf \ |
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--model_args pretrained=NoesisLab/NanoHammer-1.5B-Instruct,trust_remote_code=True \ |
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--tasks arc_challenge,arc_easy,hellaswag,piqa,winogrande \ |
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--batch_size auto \ |
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--output_path results/ |
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``` |
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--- |
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## π Training |
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### Base Model & Weight Transfer |
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NanoHammer initializes from **Llama-3.2-1B-Instruct** via selective weight transfer: |
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**Frozen Components** (from Llama): |
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- Token embeddings (`embed_tokens`) |
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- Language modeling head (`lm_head`) |
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- Self-attention layers (`self_attn`) |
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- MLP layers (`mlp`) |
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- All RMS layer norms |
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**Trainable Components** (NanoHammer-specific): |
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- `token_to_state`: Projects input tokens β state space |
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- `holographic_rope`: Position encoding for state |
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- `state_cell`: State update mechanism (per layer) |
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- `state_projection`: State β hidden projection (per layer) |
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### Training Configuration |
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- **Dataset**: High-quality instruction-following data |
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- **Precision**: BF16 mixed precision |
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- **Optimization**: AdamW with cosine LR schedule |
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- **Gradient Checkpointing**: Enabled for memory efficiency |
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- **Batch Size**: Scaled with gradient accumulation |
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- **Max Sequence Length**: 2048 tokens (extendable to 131K via RoPE) |
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--- |
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## π Why NanoHammer? |
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### The Problem: Raw Token Attention |
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Traditional Transformers compute attention over raw token representations: |
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``` |
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Tokenβ attends to β [Tokenβ, Tokenβ, ..., Tokenβββ] |
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(all raw, uncompressed representations) |
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``` |
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**Limitations**: |
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- Each token must "re-derive" global context from scratch via attention |
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- No explicit mechanism for causal information accumulation |
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- Long-range dependencies require attending through many intermediate tokens |
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### The Solution: Explicit Causal State |
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NanoHammer adds a **parallel causal state stream**: |
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``` |
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βββββββββββββββββββββββββββββββββββ |
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β Causal State Stream β |
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β Sβ β Sβ β Sβ β ... β Sβ β |
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β (accumulated causal summary) β |
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βββββββββββββββ¬ββββββββββββββββββββ |
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β |
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Tokenβ attends to β [Sβ] + [Tokenβ, ..., Tokenβββ] |
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β |
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Global context in ONE token |
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``` |
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**Benefits**: |
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- **Direct global access**: Sβ summarizes all causal information up to t |
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- **Explicit accumulation**: State evolves via learnable fixed-point iteration |
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- **Complementary to attention**: Doesn't replace attention, augments it |
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- **Interpretable**: State can be analyzed as a compressed causal representation |
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--- |
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## π Model Architecture Diagram |
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``` |
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βββββββββββββββββββββββββββββββββββββββββββββββββββββββββββ |
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β Input: "What is the capital of France?" β |
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β Tokens: [What, is, the, capital, of, France, ?] β |
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ββββββββββββββββββ¬βββββββββββββββββββββββββββββββββββββββββ |
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β |
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βΌ |
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Token Embeddings (B, T, 2048) |
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β |
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ββββββββββββββββββββββββββββ |
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β βΌ |
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β Token-to-State Projection |
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β (2048 β 512, init state) |
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β β |
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β βΌ |
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β Holographic RoPE |
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β (position encoding in state space) |
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β β |
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βββββββββΌβββββββββββββββββββββββββββΌβββββββββ |
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β Layer 1-16 β |
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β ββββββββββββββββββββββββββββββββββββββββββββ£ |
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β β |
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β Hidden (B,T,2048) State (B,T,512) β |
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β β β β |
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β β βββββββΌββββββ β |
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β β β State β β |
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β β β Update β O(1) β |
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β β β Cell β per β |
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β β βββββββ¬ββββββ token β |
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β β β β |
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β β βββββββΌββββββ β |
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β β β Project β β |
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β β β 512β2048 β β |
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β β βββββββ¬ββββββ β |
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β β β β |
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β βββββββββ¬βββββββββββββ β |
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β βΌ β |
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β [State Tokens] + [Hidden Tokens] β |
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β (B, 2T, 2048) β |
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β β β |
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β βββββββΌββββββ β |
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β β Llama β β |
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β β Attention β O(TΒ²) β |
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β βββββββ¬ββββββ β |
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β β β |
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β βββββββΌββββββ β |
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β β Llama β β |
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β β MLP β β |
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β βββββββ¬ββββββ β |
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β β β |
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β Extract hidden tokens (B, T, 2048) β |
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β β β |
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βββββββββββββββββΌββββββββββββββββββββββββββββ |
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β |
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βββββββββΌβββββββββ |
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β Final Norm β |
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βββββββββ¬βββββββββ |
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β |
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βββββββββΌβββββββββ |
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β LM Head β |
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βββββββββ¬βββββββββ |
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β |
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βΌ |
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Output: "Paris" (logits over 128K vocab) |
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``` |
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**Key insight**: The state tokens (carrying global causal context) are **prepended** to the sequence, so every token can attend to them. This doubles the attention sequence length to 2T but provides direct global context access. |
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--- |
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## π Citation |
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If you use NanoHammer in your research, please cite: |
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```bibtex |
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@misc{nanohammer2025, |
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title={NanoHammer: Explicit Causal Modeling with Holographic Integral State Compression}, |
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author={NoesisLab}, |
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year={2025}, |
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howpublished={\url{https://huggingface.co/NoesisLab/NanoHammer-1.5B-Instruct}}, |
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} |
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``` |
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--- |
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## π License |
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This model is released under the **Apache 2.0** license, inheriting from the base Llama-3.2-1B-Instruct model. |
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--- |
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## π Acknowledgments |
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- **Base Model**: Meta's Llama-3.2-1B-Instruct |
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- **Inspiration**: State-space models, holographic memory, and causal inference theory |
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- **Framework**: HuggingFace Transformers |
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--- |
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## π Links |
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- **Model Card**: [NoesisLab/NanoHammer-1.5B-Instruct](https://huggingface.co/NoesisLab/NanoHammer-1.5B-Instruct) |
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- **Paper**: Coming soon |
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--- |
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<div align="center"> |
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**Built with β€οΈ by NoesisLab** |
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*Advancing causal modeling in large language models* |
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</div> |
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