用可微分模块让智能体从图像序列中自动生成可解释的认知地图。
Differentiable Clone-Structured Causal Graphs for End-to-End Cognitive Map Learning from Image Sequences

- 将因果图模型改造为端到端可训练的可微分模块,结合VQ-VAE感知前端
- 在四个高度混淆环境中实现高精度地图重建,边缘精确率与召回率均超90%
- 适合对可解释性认知建模、神经符号系统感兴趣的科研人员
如何仅通过持续的原始感官输入和自身运动,构建世界结构化地图?尤其当自然变化导致感官模式极少重复时。克隆结构因果图算法(CSCG)作为海马体的规范模型,展示了如何从模糊观测中学习可解释地图。但传统CSCG需预定义离散字母表,且其期望最大化框架难以与神经网络模块结合,无法处理原始图像序列。本文提出可微分版本gradCSCG,将其与向量量化变分自编码器(VQ-VAE)感知前端联结。软发射前向传播使地图学习目标可反向传播至感知模块,同时引入损失平衡机制防止模块坍塌。实验表明:梯度训练复现了原符号网格世界中的结果,能从高度混淆观测中恢复房间拓扑;在MNIST图像序列上,每次访问位置生成不同数字图像,地图恢复依然稳健。在四个高度混淆环境中,端到端管道成功重建底层邻接图,边缘精确率与召回率均超过90%。本工作证明CSCG可作为深度学习架构中的可组合组件。
原文摘要 · Abstract (English)
How can an agent build a structured map of its world from nothing but an ongoing sequence of raw sensory input and its own movements, especially when natural variation means exact sensory patterns rarely repeat? The Clone-Structured Causal Graph algorithm (CSCG), a normative hippocampus model, shows how an interpretable map can be learned from aliased observations. However, CSCG requires a predefined discrete alphabet, and its expectation-maximization formulation is not easily combined with existing neural network modules, preventing the end-to-end processing of raw image sequences. We remove this barrier by reformulating CSCG as a single, fully differentiable module, gradCSCG, and coupling it to a learned vector-quantized variational autoencoder (VQ-VAE) perceptual front-end. A soft emission forward pass allows the map-learning objective to flow back into perception, while a set of loss-balancing mechanisms mitigates module collapse during joint training. We demonstrate, first, that gradient training reproduces CSCG's results on original symbolic grid worlds by recovering room topology from heavily aliased observations. Second, we show that map recovery remains robust on MNIST image sequences, where each visit to a location yields a newly sampled image of its assigned digit. Across four heavily aliased environments, the end-to-end pipeline successfully uncovers the underlying adjacency graph with high edge precision and recall, directly from visual input. This work provides a proof of principle that CSCG can serve as a composable building block in a deep learning architecture.
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