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A Similarity-preserving Neural Network Trained on Transformed Images Recapitulates Salient Features of the Fly Motion Detection Circuit

机译:在变换图像上训练的相似性保持神经网络再现了飞行运动检测电路的显著特征

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Learning to detect content-independent transformations from data is one of the central problems in biological and artificial intelligence. An example of such problem is unsupervised learning of a visual motion detector from pairs of consecutive video frames. Rao and Ruderman formulated this problem in terms of learning infinitesimal transformation operators (Lie group generators) via minimizing image reconstruction error. Unfortunately, it is difficult to map their model onto a biologically plausible neural network (NN) with local learning rules. Here we propose a biologically plausible model of motion detection. We also adopt the transformation-operator approach but, instead of reconstruction-error minimization, start with a similarity-preserving objective function. An online algorithm that optimizes such an objective function naturally maps onto an NN with biologically plausible learning rules. The trained NN recapitulates major features of the well-studied motion detector in the fly. In particular, it is consistent with the experimental observation that local motion detectors combine information from at least three adjacent pixels, something that contradicts the celebrated Hassenstein-Reichardt model.
机译:学习从数据中检测与内容无关的转换是生物和人工智能的核心问题之一。这种问题的一个例子是从成对的连续视频帧对视觉运动检测器进行无监督学习。Rao和Ruderman通过最小化图像重建误差来学习无穷小变换算子(李群生成器)来描述这个问题。不幸的是,很难将他们的模型映射到具有局部学习规则的生物学上合理的神经网络(NN)。在这里,我们提出了一个生物学上合理的运动检测模型。我们也采用了变换算子的方法,但不是重建误差最小化,而是从一个保持相似性的目标函数开始。一个在线算法可以优化这样一个目标函数,它自然地映射到一个具有生物学上合理的学习规则的神经网络上。经过训练的神经网络在飞行中再现了经过充分研究的运动检测器的主要特征。特别是,这与实验观察一致,即局部运动检测器结合了至少三个相邻像素的信息,这与著名的Hassenstein-Reichardt模型相矛盾。

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