| --- |
| library_name: transformers |
| base_model: Qwen/Qwen3.5-27B |
| tags: |
| - rotorquant |
| - kv-cache-quantization |
| - efficient-inference |
| - qwen3.5 |
| - thinking-model |
| license: apache-2.0 |
| --- |
| |
| # Qwen3.5-27B-RotorQuant -- RotorQuant KV Cache Compression |
|
|
| Qwen3.5-27B with **RotorQuant** KV cache compression applied. RotorQuant uses block-diagonal rotations derived from Clifford algebra to compress KV caches with substantially better speed and efficiency than prior methods. At 3-bit precision, it achieves approximately 10x KV cache compression while maintaining strong output quality. |
|
|
| The base model is [Qwen/Qwen3.5-27B](https://huggingface.co/Qwen/Qwen3.5-27B), a 27B parameter hybrid transformer combining gated delta networks with sparse mixture-of-experts. It supports 262K native context with extension to 1M+ tokens and operates in thinking mode by default. |
|
|
| ## What is RotorQuant? |
|
|
| [RotorQuant](https://github.com/scrya-com/rotorquant) is a KV cache compression framework that replaces the dense random rotation used in methods like TurboQuant with **block-diagonal rotations** grounded in Clifford algebra. This architectural choice yields major practical advantages: |
|
|
| - **28% faster decode** and **5.3x faster prefill** compared to TurboQuant |
| - **44x fewer parameters** (128 vs 16,384) for the rotation matrices |
| - **O(d) complexity** vs O(d log d) for the rotation step |
| - **Lower perplexity**: 6.91 vs 7.07 (TurboQuant) on standard benchmarks |
|
|
| RotorQuant ships three backend implementations, each offering a different speed/quality tradeoff: |
|
|
| | Backend | Algebra | Best For | |
| |---------|---------|----------| |
| | **PlanarQuant** | 2D Givens rotations | Fastest inference -- production deployments | |
| | **IsoQuant** | 4D quaternion rotations | Balanced speed and quality | |
| | **RotorQuant** | 3D Clifford rotors | Research and maximum quality | |
|
|
| ## Quickstart |
|
|
| ```python |
| import torch |
| from transformers import AutoModelForCausalLM, AutoTokenizer |
| from turboquant import IsoQuantCache |
| |
| model = AutoModelForCausalLM.from_pretrained( |
| "majentik/Qwen3.5-27B-RotorQuant", |
| torch_dtype=torch.bfloat16, |
| device_map="auto", |
| ) |
| tokenizer = AutoTokenizer.from_pretrained("majentik/Qwen3.5-27B-RotorQuant") |
| |
| # Apply chat template (Qwen3.5 supports thinking mode) |
| messages = [{"role": "user", "content": "Explain quantum computing"}] |
| text = tokenizer.apply_chat_template(messages, tokenize=False, add_generation_prompt=True) |
| inputs = tokenizer(text, return_tensors="pt").to(model.device) |
| |
| # 3-bit IsoQuant cache -- recommended setting (~10x KV compression) |
| cache = IsoQuantCache(bits=3) |
| output = model.generate(**inputs, max_new_tokens=2048, past_key_values=cache, use_cache=True) |
| print(tokenizer.decode(output[0], skip_special_tokens=True)) |
| ``` |
|
|
| ### Switching Backends |
|
|
| ```python |
| from turboquant import PlanarQuantCache, IsoQuantCache, RotorQuantCache |
| |
| # Fastest -- 2D Givens rotations (production) |
| cache = PlanarQuantCache(bits=3) |
| |
| # Balanced -- 4D quaternion rotations |
| cache = IsoQuantCache(bits=3) |
| |
| # Research -- 3D Clifford rotors (highest quality) |
| cache = RotorQuantCache(bits=3) |
| ``` |
|
|
| ## Configuration |
|
|
| | Bit Width | Quality | Compression | Recommended Use | |
| |-----------|---------|-------------|-----------------| |
| | **4-bit** | Near-lossless | ~4x KV cache | Quality-sensitive applications | |
| | **3-bit** | Strong (ppl 6.91) | ~10x KV cache | **Recommended default** -- best quality/compression tradeoff | |
| | **2-bit** | Moderate degradation | ~16x KV cache | Extreme memory constraints | |
|
|
| The 3-bit setting is recommended as the default. It provides approximately 10x KV cache compression with a perplexity of 6.91, which is lower (better) than TurboQuant's 7.07 at the same bit width. |
|
|
| ## Memory Savings |
|
|
| Qwen3.5-27B has substantial KV caches due to its 27B parameter count. RotorQuant's 3-bit mode provides approximately 10x compression, making long-context inference practical on fewer GPUs. |
|
|
| | Context Length | FP16 KV Cache | 4-bit RotorQuant | 3-bit RotorQuant | 2-bit RotorQuant | |
| |---------------|---------------|-------------------|-------------------|-------------------| |
| | 8K | ~3.4 GB | ~0.85 GB | ~0.34 GB | ~0.21 GB | |
| | 32K | ~13.5 GB | ~3.4 GB | ~1.35 GB | ~0.84 GB | |
| | 128K | ~54 GB | ~13.5 GB | ~5.4 GB | ~3.4 GB | |
| | 262K (native) | ~110 GB | ~27.5 GB | ~11 GB | ~6.9 GB | |
|
|
| *Estimates based on Qwen3.5-27B KV cache dimensions. Actual savings depend on model configuration and batch size.* |
|
|
| ## Performance vs TurboQuant |
|
|
| | Metric | RotorQuant | TurboQuant | |
| |--------|------------|------------| |
| | Decode speed | **28% faster** | Baseline | |
| | Prefill speed | **5.3x faster** | Baseline | |
| | Rotation parameters | **128** | 16,384 | |
| | Rotation complexity | **O(d)** | O(d log d) | |
| | Perplexity (3-bit) | **6.91** | 7.07 | |
|
|
| ## Thinking Mode |
|
|
| Qwen3.5-27B generates extended chain-of-thought reasoning before producing its final response. These thinking tokens can consume substantial KV cache memory -- often thousands of tokens of internal reasoning before a single output token is emitted. RotorQuant is especially valuable here because: |
|
|
| - Thinking tokens are generated autoregressively and cached, so KV cache grows rapidly during the reasoning phase. |
| - At 3-bit with ~10x compression, you can sustain much longer reasoning chains within the same VRAM budget. |
| - The 5.3x faster prefill directly accelerates the initial prompt processing, which matters for long system prompts and multi-turn conversations. |
| - The 28% faster decode speeds up the token-by-token generation during both thinking and response phases. |
|
|
| ## See Also |
|
|
| - [Base model: Qwen/Qwen3.5-27B](https://huggingface.co/Qwen/Qwen3.5-27B) |
| - [RotorQuant GitHub](https://github.com/scrya-com/rotorquant) |
| - [TurboQuant paper (arXiv: 2504.19874)](https://arxiv.org/abs/2504.19874) |
|
|