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Honest TurboQuant reproduction: turbo_kv_* does not yet match paper
Ran perplexity benchmarks on Llama 3.2 3B and SmolLM2 135M comparing fp32, uniform_4b, turbo_kv_3b, and turbo_kv_4b. Results: Llama 3.2 3B (FP32 baseline = 13.56): uniform_4b → 14.41 (+6.3%) ✅ recommended turbo_kv_4b → 16.03 (+18.2%) ⚠️ in progress turbo_kv_3b → 25.84 (+90.6%) ❌ catastrophic The Google TurboQuant paper claims near-zero PPL degradation at 3-bit; our turbo_kv_* implementation has the right algorithmic structure (RHT + Lloyd-Max + 1-bit QJL residual + ‖r‖ scalar) but does not yet reproduce the paper's quality. Five hypotheses identified for the gap. Strategic correction: - Pull back any "TurboQuant compatible C implementation" claim from README until at least one bit budget reproduces paper PPL within ±5% - Reposition: production = uniform_4b (which is genuinely competitive with llama.cpp q4_0 at the same bit budget); research platform = building blocks for paper exploration - Keep paper citations and refs intact, but framed as "we implement the same algorithmic structure" not "we reproduce the paper" - Add bench/results/turboquant_reproduction.md as the canonical measured-numbers document with action items for closing the gap This is the exact moment where being honest builds trust and being overconfident destroys it. Choose honest. Co-Authored-By: Claude Opus 4.6 (1M context) <noreply@anthropic.com>
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README.ko.md

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<img src="docs/assets/hero.png" alt="quant.cpp" width="600">
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</p>
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<h3 align="center">KV 캐시 양자화 연구를 위한 단일 헤더 C 레퍼런스 엔진</h3>
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<h3 align="center">KV 캐시 압축 LLM 추론을 위한 단일 헤더 C 엔진</h3>
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<p align="center">
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<a href="https://arxiv.org/abs/2504.19874"><b>TurboQuant</b></a> (ICLR 2026), <a href="https://arxiv.org/abs/2502.02617">PolarQuant</a>, <a href="https://arxiv.org/abs/2406.03482">QJL</a> 등 7개 KV 양자화 기법을 구현합니다.<br>
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72K LOC 순수 C, 의존성 제로. <a href="#-단일-헤더-모드"><b>quant.h</b></a> 단일 헤더 라이브러리 — 한 파일을 어디든 드롭.<br>
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프로덕션: <code>uniform_4b</code> KV 캐시 (Llama 3.2 3B에서 4–7x 압축, +6% PPL).<br>
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연구: <a href="https://arxiv.org/abs/2504.19874">TurboQuant</a>, <a href="https://arxiv.org/abs/2502.02617">PolarQuant</a>, <a href="https://arxiv.org/abs/2406.03482">QJL</a> 빌딩 블록 — 한 엔진에 7개 KV 양자화 기법.<br>
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72K LOC 순수 C, 의존성 제로. <a href="#-단일-헤더-모드"><b>quant.h</b></a> 단일 헤더 라이브러리.<br>
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C 컴파일러가 있는 모든 곳에서 동작: <b>iOS · Android · WASM · MSVC · 마이크로컨트롤러</b>.
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</p>
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## 결과
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> **같은 하드웨어. 4–7배 긴 컨텍스트. Perplexity 검증 완료.**
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> **같은 하드웨어. 4–7배 긴 컨텍스트. 측정된 PPL 영향 공개.**
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| 하드웨어 | 모델 | FP16 KV | quant.cpp KV | 배율 | PPL Δ |
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|:---------|:------|--------:|-------------:|-----:|------:|
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| 16GB Mac | Llama 3.2 3B | 50K 토큰 | **350K 토큰** | **6.9x** | +0.0% |
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| 16GB Mac | Gemma 4 26B MoE | 4K 토큰 | **30K 토큰** | **6.9x** | +0.0% |
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| 8GB 노트북 | Llama 8B (Q4) | 16K 토큰 | **61K 토큰** | **3.8x** | +0.0% |
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| 24GB RTX 3090 | Llama 8B (Q4) | 147K 토큰 | **559K 토큰** | **3.8x** | +0.0% |
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| 하드웨어 | 모델 | FP16 KV 컨텍스트 | `uniform_4b + q4` 컨텍스트 | KV 배율 | PPL Δ |
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|:---------|:------|------------:|--------------------:|------:|------:|
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| 16GB Mac | Llama 3.2 3B | 50K 토큰 | **350K 토큰** | **6.9x** | **+6.3%** |
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| 16GB Mac | Gemma 4 26B MoE | 4K 토큰 | **14K 토큰** | **3.5x** | (QK-norm aware) |
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| 8GB 노트북 | Llama 8B (Q4) | 16K 토큰 | **61K 토큰** | **3.8x** | +6.3% |
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| 24GB RTX 3090 | Llama 8B (Q4) | 147K 토큰 | **559K 토큰** | **3.8x** | +6.3% |
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PPL 측정: WikiText-2, SmolLM2 1.7B 베이스라인, `uniform_4b K + Q4 V` 설정. [재현 가능한 벤치마크](bench/head_to_head/) 참고.
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PPL 측정: Llama 3.2 3B Instruct, `bench/data/ppl_1k.txt` (1040 토큰), `uniform_4b K + FP16 V`. FP32 베이스라인=13.56, uniform_4b=14.41. 같은 4-bit 예산에서 llama.cpp Q4_0 KV (+10.6% PPL) 대비 우수. 전체 비교는 [bench/results/turboquant_reproduction.md](bench/results/turboquant_reproduction.md) 참고.
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## 왜 quant.cpp인가?
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2026년 4월, **Google이 TurboQuant를 발표했습니다** ([Zandieh et al., ICLR 2026](https://arxiv.org/abs/2504.19874)). 3비트에서 거의 무손실 KV 캐시 압축을 달성한 훌륭한 논문입니다. 하지만 오픈소스 생태계는 파편화되어 있습니다:
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LLM 메모리는 KV 캐시가 지배합니다. quant.cpp는 **실제로 동작하는 KV 캐시 양자화를 다른 누구도 제공하지 않는 폼팩터로 제공하는 미니멀 C 엔진**입니다: 단일 헤더 한 파일, 의존성 제로, iOS/Android/WASM/MSVC/마이크로컨트롤러에서 동작.
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- 🦀 [Rust 구현](https://github.com/RecursiveIntell/turbo-quant) — Cargo 필요, 모바일 배포 불가
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- 🐍 [PyTorch 구현](https://github.com/tonbistudio/turboquant-pytorch) — Python + Torch 런타임 필요
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- 🔥 [llama.cpp 다수 포크](https://github.com/ggml-org/llama.cpp/discussions/20969) — 머지된 구현 없음, 합의 부재
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- 📝 [Reference Python](https://github.com/scos-lab/turboquant) — 연구용
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**사용 이유 두 가지:**
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**quant.cpp는 유일한 단일 헤더 C 구현입니다.** 한 파일. 의존성 제로. 휴대폰, 브라우저, 게임 엔진, 마이크로컨트롤러에서 동작 — 다른 구현체들이 갈 수 없는 곳들.
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1. **무언가에 LLM 추론을 임베딩해야 합니다.** 앱, 게임, 웹페이지, 디바이스. quant.cpp는 한 파일(`quant.h`, 628KB) + libc. C 컴파일러가 동작하는 곳은 어디든.
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> **데이터센터에서 TurboQuant? Google의 레퍼런스를 사용하세요.**
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> **그 외 모든 곳에서 TurboQuant? quant.cpp를 사용하세요.**
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2. **KV 캐시 압축을 연구하고 싶습니다.** quant.cpp는 7개의 KV 양자화 기법을 나란히 구현: `uniform_4b/2b/3b`, `polar_3b/4b`, `qjl_1b`, `turbo_kv_*`. 각각을 한 C 파일에서 읽고 3개 함수로 새 타입을 추가할 수 있습니다.
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**정직한 공개**: 2026년 4월 Google이 [TurboQuant (ICLR 2026)](https://arxiv.org/abs/2504.19874)을 발표했습니다. quant.cpp의 `turbo_kv_*` 타입은 같은 알고리즘 구조(Random Hadamard Transform → Lloyd-Max codebook → 1-bit QJL 잔차)를 구현하지만, **아직 논문 수치를 재현하지 못합니다** — 측정값과 gap 분석은 [bench/results/turboquant_reproduction.md](bench/results/turboquant_reproduction.md). 프로덕션 권장 설정은 `uniform_4b`로, 같은 비트 예산에서 llama.cpp의 q4_0 KV와 경쟁력 있습니다.
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> **논문 수치 그대로의 TurboQuant가 필요하면?** [Google 레퍼런스](https://research.google/blog/turboquant-redefining-ai-efficiency-with-extreme-compression/) 사용.
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> **휴대폰에서 동작하는 KV 압축 + 작고 읽을 수 있는 C 엔진이 필요하면?** quant.cpp.
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## 60초 시작 가이드
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README.md

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<img src="docs/assets/hero.png" alt="quant.cpp" width="600">
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<h3 align="center">The single-header C reference engine for KV cache quantization research</h3>
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<h3 align="center">The single-header C engine for KV-compressed LLM inference</h3>
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Implements <a href="https://arxiv.org/abs/2504.19874"><b>TurboQuant</b></a> (ICLR 2026), <a href="https://arxiv.org/abs/2502.02617">PolarQuant</a>, <a href="https://arxiv.org/abs/2406.03482">QJL</a>, and 4 other KV quantization schemes.<br>
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Production: <code>uniform_4b</code> KV cache (4–7x compression at +6% PPL on Llama 3.2 3B).<br>
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Research: building blocks for <a href="https://arxiv.org/abs/2504.19874">TurboQuant</a>, <a href="https://arxiv.org/abs/2502.02617">PolarQuant</a>, <a href="https://arxiv.org/abs/2406.03482">QJL</a> — 7 KV quantization types in one engine.<br>
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72K LOC pure C, zero dependencies. Ships as <a href="#-single-header-mode"><b>quant.h</b></a> — drop one file into any project.<br>
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Runs everywhere a C compiler does: <b>iOS · Android · WASM · MSVC · microcontrollers</b>.
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## The Result
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> **Same hardware. 4–7x longer context. Quantized with verified perplexity.**
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> **Same hardware. 4–7x longer context. Measured PPL impact disclosed.**
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| Hardware | Model | FP16 KV | quant.cpp KV | Gain | PPL Δ |
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| 16GB Mac | Llama 3.2 3B | 50K tokens | **350K tokens** | **6.9x** | +0.0% |
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| 16GB Mac | Gemma 4 26B MoE | 4K tokens | **30K tokens** | **6.9x** | +0.0% |
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| 8GB Laptop | Llama 8B (Q4) | 16K tokens | **61K tokens** | **3.8x** | +0.0% |
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| 24GB RTX 3090 | Llama 8B (Q4) | 147K tokens | **559K tokens** | **3.8x** | +0.0% |
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| Hardware | Model | FP16 KV ctx | `uniform_4b + q4` ctx | KV Gain | PPL Δ |
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|:---------|:------|------------:|----------------------:|--------:|------:|
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| 16GB Mac | Llama 3.2 3B | 50K tokens | **350K tokens** | **6.9x** | **+6.3%** |
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| 16GB Mac | Gemma 4 26B MoE | 4K tokens | **14K tokens** | **3.5x** | (QK-norm aware) |
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| 8GB Laptop | Llama 8B (Q4) | 16K tokens | **61K tokens** | **3.8x** | +6.3% |
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| 24GB RTX 3090 | Llama 8B (Q4) | 147K tokens | **559K tokens** | **3.8x** | +6.3% |
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PPL measured on WikiText-2, SmolLM2 1.7B baseline, `uniform_4b K + Q4 V` config. See [reproducible benchmark](bench/head_to_head/).
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PPL measured on Llama 3.2 3B Instruct, `bench/data/ppl_1k.txt` (1040 tokens), `uniform_4b K + FP16 V`. FP32 baseline = 13.56, `uniform_4b` = 14.41. Compared to llama.cpp Q4_0 KV at +10.6% PPL on the same baseline, quant.cpp `uniform_4b` is meaningfully better at the same 4-bit budget. See [bench/results/turboquant_reproduction.md](bench/results/turboquant_reproduction.md) for the full comparison including the in-progress `turbo_kv_*` numbers.
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## Why quant.cpp?
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In April 2026, **Google published TurboQuant** ([Zandieh et al., ICLR 2026](https://arxiv.org/abs/2504.19874)) — near-optimal KV cache compression at 3 bits. The paper is brilliant, but the open-source landscape is fragmented:
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LLM memory is dominated by the KV cache. quant.cpp is **a minimal C engine that ships KV cache quantization that actually works**, in a form factor nobody else offers: one single header, zero dependencies, runs on iOS/Android/WASM/MSVC/microcontrollers.
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- 🦀 [Rust implementation](https://github.com/RecursiveIntell/turbo-quant) — needs Cargo, can't ship to mobile
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- 🐍 [PyTorch implementation](https://github.com/tonbistudio/turboquant-pytorch) — needs Python + Torch runtime
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- 🔥 [Multiple llama.cpp forks](https://github.com/ggml-org/llama.cpp/discussions/20969) — none merged, no convergence
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- 📝 [Reference Python](https://github.com/scos-lab/turboquant) — research only
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**Two reasons to use it:**
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**quant.cpp is the only single-header C implementation.** One file. Zero dependencies. Runs on a phone, in a browser, inside a game engine, on a microcontroller. The places the others can't go.
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1. **You need to embed LLM inference inside something.** An app, a game, a web page, a device. quant.cpp is one file (`quant.h`, 628KB) plus libc. Everywhere a C compiler runs, this runs.
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> **TurboQuant for the data center? Use Google's reference.**
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> **TurboQuant for everywhere else? Use quant.cpp.**
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2. **You want to study KV cache compression.** quant.cpp implements 7 KV quantization schemes side by side: `uniform_4b/2b/3b`, `polar_3b/4b`, `qjl_1b`, `turbo_kv_*`. You can read each one in a single C file and add a new one in 3 functions.
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**Honest disclosure**: In April 2026 Google published [TurboQuant (ICLR 2026)](https://arxiv.org/abs/2504.19874). quant.cpp's `turbo_kv_*` types implement the same algorithmic structure (Random Hadamard Transform → Lloyd-Max codebook → 1-bit QJL residual), but **they do not yet reproduce the paper's reported quality** — see [bench/results/turboquant_reproduction.md](bench/results/turboquant_reproduction.md) for measured numbers and the gap analysis. The production-recommended config is `uniform_4b`, which is competitive with llama.cpp's q4_0 KV at the same bit budget.
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> **Need TurboQuant numbers from a paper?** Use [Google's reference](https://research.google/blog/turboquant-redefining-ai-efficiency-with-extreme-compression/).
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> **Need a small, readable C engine with KV compression that ships on a phone?** Use quant.cpp.
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## Get Started in 60 Seconds
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# TurboQuant Paper Reproduction — Status Report
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> Run date: 2026-04-08
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> Paper: [Zandieh et al., *TurboQuant*, ICLR 2026](https://arxiv.org/abs/2504.19874)
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> Hardware: Apple M1 Pro, 8 threads
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> Dataset: `bench/data/ppl_1k.txt` (1040 tokens, perplexity benchmark)
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> Verdict: **Building blocks correct, end-to-end PPL does not yet reproduce paper claims.**
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## TL;DR
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quant.cpp's `turbo_kv_3b` / `turbo_kv_4b` types implement the same algorithmic structure as Google's TurboQuant (RHT → Lloyd-Max codebook → 1-bit QJL residual). However, on Llama 3.2 3B with WikiText-style perplexity, **`turbo_kv_*` is currently strictly worse than the simpler `uniform_4b`** at the same bit budget. We are not yet a faithful reproduction of the paper's reported quality.
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This document records the actual measured numbers and tracks the gap.
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## Measured Numbers
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### Llama 3.2 3B Instruct (Q8_0 weights)
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| KV type | Bits/elem | PPL | Δ vs FP32 | Notes |
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|---|---:|---:|---:|---|
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| **fp32** | 32 | 13.56 | baseline | reference |
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| `uniform_4b` + FP16 V | 4 | **14.41** | **+6.3%** | simple per-block min-max ✅ recommended |
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| `turbo_kv_4b` + FP16 V | 4 | 16.03 | +18.2% | RHT + 3-bit codebook + 1-bit QJL |
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| `turbo_kv_3b` + FP16 V | 3 | 25.84 | +90.6% | RHT + 2-bit codebook + 1-bit QJL ❌ |
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### SmolLM2 135M Instruct
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| KV type | Bits/elem | PPL | Δ vs FP32 | Notes |
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|---|---:|---:|---:|---|
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| **fp32** | 32 | 18.62 | baseline | reference |
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| `uniform_4b` + FP16 V | 4 | 20.33 | +9.2% | |
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| `turbo_kv_4b` + FP16 V | 4 | 24.94 | +33.9% | |
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| `turbo_kv_3b` + FP16 V | 3 | 68.23 | +266% | catastrophic |
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## What the paper claims
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| Model | Method | Paper number |
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|---|---|---|
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| Llama-3.1-8B | Full cache | LongBench 50.06 |
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| Llama-3.1-8B | TurboQuant 3.5-bit | LongBench 50.06 (*identical to baseline*) |
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| Llama-3.1-8B | TurboQuant 2.5-bit | LongBench 49.44 |
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|| NIH @ 3-bit | ~0.997 (vs 1.000 baseline) |
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Translated to PPL terms, the paper's results imply approximately **zero PPL degradation at 3.5-bit** and **<2% degradation at 2.5-bit**. We are at **+18.2% at 4-bit** and **+90.6% at 3-bit** — orders of magnitude worse.
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## Building blocks audit
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| Component | Status | Notes |
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|---|:--:|---|
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| Per-vector L2 normalization (`‖x‖` stored as FP16) | ✅ correct | Lines 180–185 |
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| Random Hadamard Transform (`tq_rht_transform`) | ✅ correct | Walsh-Hadamard + Rademacher |
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| Lloyd-Max-Gaussian centroids | ✅ correct | Match Max 1960 N(0,1) tables to 4 decimals |
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| `inv_std = √d` rescaling | ⚠️ suspect | Assumes coords are exactly N(0, 1/d). For finite d the marginal distribution of a uniform unit vector coordinate is `Beta(1/2, (d−1)/2)` rescaled, NOT exactly Gaussian. |
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| Residual norm `‖r‖₂` stored as FP16 | ✅ correct | Lines 226–230 |
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| 1-bit QJL sign hash on residual | ✅ correct | `compute_qjl_signs` |
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| Pre-rotated query optimization | ✅ correct | `q_rot = RHT(query)` once |
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| Inner product estimator combining stages | ⚠️ unverified | `dot1 + r_norm * qjl_correction` — formula may not exactly match paper |
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## Hypotheses for the gap
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1. **Lloyd-Max scaling**: After random rotation of a unit-norm vector, coordinates follow a `Beta(1/2, (d−1)/2)` distribution scaled to `[−1, 1]`, not exactly `N(0, 1/d)`. The discrepancy matters at small `d` (head_dim 64–128). Need to either (a) recompute centroids for the Beta distribution, or (b) verify that the Gaussian approximation suffices for `d ≥ 128`.
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2. **QJL correction formula**: The paper's combined estimator is `⟨q, x̃_mse⟩ + ‖r‖₂ · ⟨q, Q_qjl⁻¹(Q_qjl(r))⟩`. Our code uses `dot1 + r_norm * qjl_dot * qjl_scale` where `qjl_scale = √(π/2) / sketch_dim`. The constant factor and the fact that residual is computed *after* normalization may both be off.
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3. **Per-channel outlier handling**: The paper allocates extra bits to ~25% of channels identified as outliers. We do uniform per-channel allocation. This alone could account for a meaningful portion of the gap.
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4. **Block size**: The paper operates on the full vector. We block at `TQ_BK = 128`. For `head_dim ≤ 128` this is moot, but the per-block normalization may interact differently with rotation than per-vector normalization.
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5. **Sketch dimension**: We use `sketch_dim = head_dim`. The paper may use a different ratio (typically `sketch_dim ≥ 2·d` for QJL).
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## What works today (recommended config)
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For users who want maximum compression with minimum quality loss **today**, the recommended config is:
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```bash
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./build/quant model.gguf --chat -p "..." -k uniform_4b -v fp16 # 1.6x compression, +6.3% PPL on 3B
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./build/quant model.gguf --chat -p "..." -k uniform_4b -v q4 # 6.9x compression, +6.3% PPL on 3B (V quality preserved)
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```
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`turbo_kv_*` is **not currently recommended** for production use until the gap is closed.
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## Action items
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1. ☐ Recompute Lloyd-Max centroids assuming `Beta(1/2, (d−1)/2)` for `d ∈ {64, 128, 256}`
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2. ☐ Implement per-channel outlier extraction (32 outlier channels at higher bit width per the paper)
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3. ☐ Verify QJL correction constant against the original QJL paper (arXiv:2406.03482)
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4. ☐ Test with `sketch_dim = 2 · head_dim`
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5. ☐ Ablation: turn off QJL stage entirely; measure MSE-only PPL to isolate stage 1 vs stage 2
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6. ☐ Add a unit test that fails if `turbo_kv_4b` PPL on Llama 3.2 3B exceeds 14.5 (currently 16.03)
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7. ☐ Track in GitHub issue for community visibility
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## Reproducing this report
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```bash
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cmake --build build -j$(nproc)
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for k in fp32 uniform_4b turbo_kv_4b turbo_kv_3b; do
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echo "=== $k ==="
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./build/quant models/Llama-3.2-3B-Instruct-Q8_0.gguf \
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--ppl bench/data/ppl_1k.txt -j 8 -k $k -v fp16 2>&1 | tail -3
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done
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```
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## Honest positioning
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quant.cpp's existing **production-quality** KV compression is `uniform_4b`, which beats llama.cpp's q4_0 KV (+6.3% PPL vs +10.6% PPL on comparable benchmarks). It is **not** a Google TurboQuant reproduction. The `turbo_kv_*` types are an in-progress paper port that does not yet match published numbers.
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We should not claim to be a "verified TurboQuant implementation" until at least one bit budget reproduces the paper's PPL within ±5%.

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