Streaming Attention Approximation via Discrepancy Theory
📰 ArXiv cs.AI
Researchers propose BalanceKV, a streaming algorithm for approximating attention computations in large language models
Action Steps
- Understand the challenges of high memory requirements in large language models
- Apply BalanceKV algorithm for epsilon-approximating attention computations
- Use geometric process for selecting a balanced set of keys and values
- Evaluate the streaming complexity of attention approximation
Who Needs to Know This
ML researchers and engineers working on large language models can benefit from this research to improve the efficiency of token generation, and software engineers can apply the findings to develop more scalable AI systems
Key Insight
💡 BalanceKV enables efficient attention approximation in large language models
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💡 BalanceKV: a streaming algorithm for approximating attention computations in LLMs
Key Takeaways
Researchers propose BalanceKV, a streaming algorithm for approximating attention computations in large language models
Full Article
Title: Streaming Attention Approximation via Discrepancy Theory
Abstract:
arXiv:2502.07861v3 Announce Type: replace-cross Abstract: Large language models (LLMs) have achieved impressive success, but their high memory requirements present challenges for long-context token generation. In this paper we study the streaming complexity of attention approximation, a key computational primitive underlying token generation. Our main contribution is BalanceKV, a streaming algorithm for $\epsilon$-approximating attention computations based on geometric process for selecting a ba
Abstract:
arXiv:2502.07861v3 Announce Type: replace-cross Abstract: Large language models (LLMs) have achieved impressive success, but their high memory requirements present challenges for long-context token generation. In this paper we study the streaming complexity of attention approximation, a key computational primitive underlying token generation. Our main contribution is BalanceKV, a streaming algorithm for $\epsilon$-approximating attention computations based on geometric process for selecting a ba
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