🤖 AI Summary
To address high I/O and computational overhead in long-context reasoning, this paper introduces the Ring-linear model family. It proposes a dynamically hybrid architecture combining linear and Softmax attention mechanisms, achieving— for the first time—the decoupled alignment of both mechanisms during both training and inference. We innovatively optimize the mixture-ratio structure and leverage Linghe, our custom high-performance FP8 operator library, to significantly improve hardware utilization. Compared to a 32B dense baseline, our method reduces inference cost by 90%; relative to the original Ring series, it cuts costs by over 50%, while maintaining state-of-the-art performance across multiple complex reasoning benchmarks. The design balances efficiency, stability, and scalability, establishing a novel paradigm for deploying large language models with extended context windows.
📝 Abstract
In this technical report, we present the Ring-linear model series, specifically including Ring-mini-linear-2.0 and Ring-flash-linear-2.0. Ring-mini-linear-2.0 comprises 16B parameters and 957M activations, while Ring-flash-linear-2.0 contains 104B parameters and 6.1B activations. Both models adopt a hybrid architecture that effectively integrates linear attention and softmax attention, significantly reducing I/O and computational overhead in long-context inference scenarios. Compared to a 32 billion parameter dense model, this series reduces inference cost to 1/10, and compared to the original Ring series, the cost is also reduced by over 50%. Furthermore, through systematic exploration of the ratio between different attention mechanisms in the hybrid architecture, we have identified the currently optimal model structure. Additionally, by leveraging our self-developed high-performance FP8 operator library-linghe, overall training efficiency has been improved by 50%. Benefiting from the high alignment between the training and inference engine operators, the models can undergo long-term, stable, and highly efficient optimization during the reinforcement learning phase, consistently maintaining SOTA performance across multiple challenging complex reasoning benchmarks.