ConSA: Controllable Sparsity in Hybrid Attention via Learnable Allocation

· Source: Computation and Language · Field: Technology & Digital — Artificial Intelligence & Machine Learning · Depth: Expert, quick

Summary

ConSA (Controllable Sparsity in Hybrid Attention) is a new framework designed to optimize the allocation of full attention (FA) and sliding-window attention (SWA) within hybrid LLM architectures, addressing limitations of current hand-crafted or heuristic-based methods. It employs L0 regularization to learn binary masks for selecting between FA and SWA for each attention unit, enforcing a user-specified sparsity target via an augmented Lagrangian constraint at either layer or KV-head granularity. Evaluated on two LLMs at 0.6B and 1.7B scales, ConSA's learned allocations consistently surpassed rule-based baselines, with KV-head-wise allocation demonstrating superior gains over layer-wise. The framework revealed a consistent pattern: SWA is placed in bottom layers, while FA concentrates in contiguous middle-layer blocks, a structure that diverges from the evenly interleaved patterns found in rule-based approaches and persists across varying model scales and sparsity levels.

Key takeaway

For Machine Learning Engineers optimizing LLM inference, ConSA provides a data-driven alternative to hand-crafted attention allocation rules. You should explore implementing ConSA's learnable FA/SWA assignment, particularly by utilizing KV-head-wise granularity, to achieve superior performance and resource efficiency. This approach can lead to more effective hybrid attention architectures, specifically by placing sliding-window attention in lower layers and full attention in middle layers, diverging from traditional interleaved patterns.

Key insights

ConSA learns optimal full and sliding-window attention allocation in hybrid LLMs, outperforming rule-based methods and revealing intrinsic attention behaviors.

Principles

Method

ConSA employs L0 regularization to learn binary masks for FA/SWA selection. An augmented Lagrangian constraint enforces user-specified sparsity at layer or KV-head granularity, optimizing hybrid attention.

In practice

Topics

Best for: Research Scientist, AI Engineer, NLP Engineer, AI Scientist, Machine Learning Engineer

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Editorial summary, takeaway, and curation by AIssential. Original article published by Computation and Language.