LGAug 28, 2025

Rethinking Transformer Connectivity: TLinFormer, A Path to Exact, Full Context-Aware Linear Attention

arXiv:2508.20407v11 citationsh-index: 1
Originality Highly original
AI Analysis

This addresses the efficiency limitations of Transformers for long-sequence tasks, offering a novel method that bridges the performance gap with standard attention, though it is incremental in improving existing linear attention approaches.

The paper tackles the quadratic complexity bottleneck of Transformer self-attention by introducing TLinFormer, a linear attention architecture that achieves strict linear complexity while computing exact attention scores and maintaining full context awareness, resulting in overwhelming advantages in inference latency, KV cache efficiency, memory footprint, and overall speedup on long-sequence tasks.

The Transformer architecture has become a cornerstone of modern artificial intelligence, but its core self-attention mechanism suffers from a complexity bottleneck that scales quadratically with sequence length, severely limiting its application in long-sequence tasks. To address this challenge, existing linear attention methods typically sacrifice model performance by relying on data-agnostic kernel approximations or restrictive context selection. This paper returns to the first principles of connectionism, starting from the topological structure of information flow, to introduce a novel linear attention architecture-\textbf{TLinFormer}. By reconfiguring neuron connection patterns, TLinFormer achieves strict linear complexity while computing exact attention scores and ensuring information flow remains aware of the full historical context. This design aims to bridge the performance gap prevalent between existing efficient attention methods and standard attention. Through a series of experiments, we systematically evaluate the performance of TLinFormer against a standard Transformer baseline on long-sequence inference tasks. The results demonstrate that TLinFormer exhibits overwhelming advantages in key metrics such as \textbf{inference latency}, \textbf{KV cache efficiency}, \textbf{memory footprint}, and \textbf{overall speedup}.

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