Self-Attention Limits Working Memory Capacity of Transformer-Based Models

Dongyu Gong, Hantao Zhang
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Abstract

Recent work on Transformer-based large language models (LLMs) has revealed striking limits in their working memory capacity, similar to what has been found in human behavioral studies. Specifically, these models' performance drops significantly on N-back tasks as N increases. However, there is still a lack of mechanistic interpretability as to why this phenomenon would arise. Inspired by the executive attention theory from behavioral sciences, we hypothesize that the self-attention mechanism within Transformer-based models might be responsible for their working memory capacity limits. To test this hypothesis, we train vanilla decoder-only transformers to perform N-back tasks and find that attention scores gradually aggregate to the N-back positions over training, suggesting that the model masters the task by learning a strategy to pay attention to the relationship between the current position and the N-back position. Critically, we find that the total entropy of the attention score matrix increases as N increases, suggesting that the dispersion of attention scores might be the cause of the capacity limit observed in N-back tasks.
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自我关注限制了变压器模型的工作记忆能力
最近对基于变换器的大型语言模型(LLMs)的研究发现,这些模型的工作记忆能力有惊人的极限,这与人类行为研究中发现的情况类似。具体来说,随着 N 的增加,这些模型在 N 回溯任务中的表现会明显下降。受行为科学中执行注意理论的启发,我们假设基于变形金刚的模型中的自我注意机制可能是造成其工作记忆容量限制的原因。为了验证这一假设,我们训练香草解码器转换器执行N-后退任务,结果发现注意力分数在训练过程中逐渐聚集到N-后退位置,这表明模型通过学习一种策略来掌握任务,即注意当前位置和N-后退位置之间的关系。重要的是,我们发现注意力分数矩阵的总熵随着N的增加而增加,这表明注意力分数的分散可能是在N-back任务中观察到的容量限制的原因。
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