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A neurocomputational amygdala model of auditory fear conditioning: A hybrid system approach

机译:听觉恐惧条件的神经计算杏仁核模型:一种混合系统方法

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In this work, we present a neurocomputational model for auditory-cue fear acquisition. Computational fear conditioning has experienced a growing interest over the last few years, on the one hand, because it is a robust and quick learning paradigm that can contribute to the development of more versatile robots, and on the other hand, because it can help in the understanding of fear conditioning and dysfunctions in animals. Fear learning involves sensory and motor aspects [1] and it is essential for adaptive self-protective systems. We argue that a deeper study of the mechanisms underlying fear circuits in the brain will contribute not only to the development of safer robots but eventually also to a better conceptual understanding of neural fear processing in general. Towards the development of a robotic adaptive self-protective system, we have designed a neural model of fear conditioning based on LeDoux's dual-route hypothesis of fear [2] and also dopamine modulated Pavlovian conditioning [3]. Our hybrid approach is capable of learning the temporal relationship between auditory sensory cues and an aversive or appetitive stimulus. The model was tested as a neural network simulation but it was designed to be used with minor modifications on a robotic platform.
机译:在这项工作中,我们提出了听觉线索恐惧获取的神经计算模型。在过去的几年中,计算恐惧条件受到了越来越多的关注,一方面是因为它是一种强大且快速的学习范例,可以促进多功能机器人的发展,另一方面,它可以帮助对动物恐惧调节和功能障碍的理解。恐惧学习涉及感觉和运动方面[1],这对自适应自我保护系统至关重要。我们认为,对大脑恐惧回路潜在机制的更深入研究不仅将有助于更安全的机器人的发展,而且最终将有助于总体上对神经恐惧处理的更好的概念性理解。为了开发机器人自适应自我保护系统,我们基于LeDoux的恐惧双路线假设[2]和多巴胺调节的帕夫洛夫条件[3]设计了恐惧条件的神经模型。我们的混合方法能够学习听觉感觉线索与厌恶或食欲刺激之间的时间关系。该模型已作为神经网络仿真进行了测试,但设计为在机器人平台上进行了少量修改即可使用。

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