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Unlocking Longer Generation with Key-Value Cache Quantization
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Hugging Face Blog

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AI LabsHugging Face Blog

Unlocking Longer Generation with Key-Value Cache Quantization

At Hugging Face, we are excited to share with you a new feature that's going to take your language models to the next level: KV Cache Quantization.

TL;DR: KV Cache Quantization reduces memory usage for long-context text generation in LLMs with minimal impact on quality, offering customizable trade-offs between memory efficiency and generation speed.

Have you ever tried generating a lengthy piece of text with your language model, only to hit a wall because of pesky memory limitations? As language models continue to grow in size and capabilities, supporting longer generations can start to really eat up memory. It's a common frustration, especially when you're dealing with limited resources. That's where kv cache quantization swoops in to save the day.

So, what exactly is kv cache quantization? If you're not familiar with the term, don't sweat it! Let's break it down into two pieces: kv cache and quantization.

Key-value cache, or kv cache, is needed to optimize the generation in autoregressive models, where the model predicts text token by token. This process can be slow since the model can generate only one token at a time, and each new prediction is dependent on the previous context. That means, to predict token number 1000 in the generation, you need information from the previous 999 tokens, which comes in the form of some matrix multiplications across the representations of those tokens. But to predict token number 1001, you also need the same information from the first 999 tokens, plus additional information from token number 1000. That is where key-value cache is used to optimize the sequential generation process by storing previous calculations to reuse in subsequent tokens, so they don't need to be computed again.

2 * 2 * 32 * 32 * 128 * 10000 ≈ 5GB

of memory only to store the previous key-value cache, which is almost one third of the memory required to store model parameters in half-precision.

Implementation Details

X_Q = round(X / S) - Z

where,

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