通过递归状态诱导降低大模型推理延迟,不牺牲生成质量。
Structural Latency Perturbation in Large Language Models Through Recursive State Induction
- 用递归状态诱导动态抑制冗余计算路径。
- 长文本生成延迟下降,效率随长度累积提升。
- 适合需要低延迟的实时生成场景,如对话系统。
计算效率仍是大规模语言模型扩展中的关键挑战,推理延迟和资源消耗制约着实时应用。本文提出一种结构化延迟扰动机制,通过递归状态诱导修改计算路径,在保持生成保真度的同时动态抑制冗余激活。建立了形式化数学框架描述递归扰动,确保调整自适应而非静态施加。实验表明,递归状态调整在不同序列长度下均降低推理延迟,长文本生成受益于累积效率提升。与结构化剪枝和量化对比显示,该方法在不损失词元保留率或内存利用率的前提下实现延迟优化。计算开销分析表明,选择性抑制冗余激活提升了功耗效率,尤其在长文本生成场景中。语言稳定性评估显示,在可控扰动阈值下词元级一致性基本保持,验证了结构化延迟修改作为权重中心优化替代方案的可行性。结果支持假设:递归状态诱导可在无需架构改动或外部增强的情况下有效降低计算复杂度。
原文摘要 · Abstract (English)
Computational efficiency has remained a critical consideration in scaling high-capacity language models, with inference latency and resource consumption presenting significant constraints on real-time applications. The study has introduced a structured latency perturbation mechanism that modifies computational pathways through recursive state induction, enabling dynamic suppression of redundant activations while preserving generative fidelity. A formal mathematical framework has been established to describe recursive perturbations, ensuring that modifications remain adaptive rather than statically imposed. Experiments have demonstrated that applying recursive state adjustments reduces inference latency across varying sequence lengths, with longer text generations benefiting from cumulative efficiency improvements. Comparative evaluations against structured pruning and quantization have indicated that latency gains can be achieved without compromising token retention or memory utilization. The analysis of computational overhead has suggested that selectively suppressing redundant activations contributes to improved power efficiency, particularly in scenarios requiring extended text generation. An assessment of linguistic stability has shown that token-level consistency remains largely intact under controlled perturbation thresholds, reinforcing the viability of structural latency modifications as an alternative to weight-centric optimization techniques. The results have supported the hypothesis that recursive state induction offers an effective method for reducing computational complexity without requiring architectural modifications or external augmentation.
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