Distributed attention mechanism enabling near-infinite context across multiple devices
Ring Attention is a distributed computing technique for transformer models that enables processing of extremely long sequences, potentially millions of tokens, by distributing the attention computation across multiple devices arranged in a ring topology. Developed at UC Berkeley, it addresses a fundamental bottleneck in transformers: the quadratic memory and compute cost of attention. Standard attention requires computing a full attention matrix, where each token attends to every other token, consuming memory proportional to sequence length squared. Ring Attention makes this tractable for very long documents by partitioning both the key-value cache and the query tokens across devices.
How Ring Attention works involves organizing compute devices in a logical ring, where each device holds a portion of the key-value pairs for the sequence. During attention computation, devices pass their query tokens around the ring in a blockwise fashion. Each device computes attention between its queries and each arriving block of keys and values, accumulating the results. Once a device's queries have circled the ring and encountered all key-value pairs, the attention is complete. This blockwise, distributed approach converts what would be O(n²) memory per device into O(n/p) where p is the number of devices. The ring topology minimizes communication overhead, making the approach scalable to large clusters.
Why Ring Attention matters is that million-token contexts enable processing entire books, codebases, or multimodal documents in a single forward pass, capabilities impossible with standard transformers. This has immediate applications in code understanding, document analysis, and retrieval-augmented generation. Ring Attention also illustrates a broader principle: distributed computation can enable capabilities beyond faster training. As context windows grow, the algorithmic insights that distribute computation efficiently become as important as raw model capacity.
arXiv · Jan 1, 2023
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