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A neurally plausible model of the dynamics of motion integration in smooth eye pursuit based on recursive Bayesian estimation

机译:基于递归贝叶斯估计的平滑视线追踪中运动整合动力学的神经科学似然模型

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摘要

In this study, we describe a model of motion integration in smooth eye pursuit based on a recursive Bayesian estimation process, which displays a dynamic behaviour qualitatively similar to the dynamics of the motion integration process observed experimentally, both psychophysically in humans and monkeys, and physiologically in monkeys. By formulating the model as an approximate version of a Kalman filter algorithm, we have been able to show that it can be put into a neurally plausible, distributed recurrent form which coarsely corresponds to the recurrent circuitry of visual cortical areas V1 and MT. The model thus provides further support for the notion that the motion integration process is based on a form of Bayesian estimation, as has been suggested by many psychophysical studies, and moreover suggests that the observed dynamic properties of this process are the result of the recursive nature of the motion estimation.
机译:在这项研究中,我们描述了一种基于递归贝叶斯估计过程的平滑眼动追踪中的运动整合模型,该模型在质量上显示了与实验观察到的运动整合过程的动力学相似的动态行为,无论是在人类还是猴子的心理上以及在生理上在猴子里。通过将模型表示为Kalman滤波算法的近似版本,我们已经能够证明可以将其放入神经上合理的分布式循环形式,该形式大致对应于视觉皮层区域V1和MT的循环电路。因此,该模型为以下观点提供了进一步的支持:运动积分过程是基于贝叶斯估计形式的,正如许多心理物理学研究所建议的那样,此外,该过程的动态特性是递归性质的结果运动估计。

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