通过相互监督的神经网络集群,模拟大脑学习语义表示的机制。
Semantic representations emerge in biologically inspired ensembles of cross-supervising neural networks
- 多个小接收场网络通过相互监督学习抽象表示
- 解码准确率接近有监督模型,且小接收场性能最优
- 稀疏连接即可高效工作,适合类脑计算研究
大脑在弱监督下从大量刺激中学习信息表示,这促使我们探索无监督学习在生物神经网络设计中的作用。冗余缩减被认为是神经编码的重要原则,但其生物学机制尚不明确。人工神经网络虽能通过无监督训练生成可解码的内部表示,但通常依赖非生物可行的实现方式。本文提出一种基于并行子网络间交叉监督的模型:每个网络仅接收输入的一部分(小接收场),通过与其他网络在时间上相近的输入交互进行学习。该模型在视觉和神经元刺激上均能学习到易于解码的语义表示,单个网络及整体集成的解码精度与有监督网络相当。我们发现小接收场时性能最佳,且稀疏连接的网络表现几乎等同于全连接,但计算量显著更低。因此,这种稀疏交互的交叉监督网络群体可作为大脑表征学习与集体计算的算法框架。
原文摘要 · Abstract (English)
Brains learn to represent information from a large set of stimuli, typically by weak supervision. Unsupervised learning is therefore a natural approach for exploring the design of biological neural networks and their computations. Accordingly, redundancy reduction has been suggested as a prominent design principle of neural encoding, but its ``mechanistic'' biological implementation is unclear. Analogously, unsupervised training of artificial neural networks yields internal representations that allow for accurate stimulus classification or decoding, but typically rely on biologically-implausible implementations. We suggest that interactions between parallel subnetworks in the brain may underlie such learning: we present a model of representation learning by ensembles of neural networks, where each network learns to encode stimuli into an abstract representation space by cross-supervising interactions with other networks, for inputs they receive simultaneously or in close temporal proximity. Aiming for biological plausibility, each network has a small ``receptive field'', thus receiving a fixed part of the external input, and the networks do not share weights. We find that for different types of network architectures, and for both visual or neuronal stimuli, these cross-supervising networks learn semantic representations that are easily decodable and that decoding accuracy is comparable to supervised networks -- both at the level of single networks and the ensemble. We further show that performance is optimal for small receptive fields, and that sparse connectivity between networks is nearly as accurate as all-to-all interactions, with far fewer computations. We thus suggest a sparsely interacting collective of cross-supervising networks as an algorithmic framework for representational learning and collective computation in the brain.
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