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A plastic corticostriatal circuit model of adaptation in perceptual decision making

机译:知觉决策的适应性皮皮质口电路模型

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摘要

The ability to optimize decisions and adapt them to changing environments is a crucial brain function that increase survivability. Although much has been learned about the neuronal activity in various brain regions that are associated with decision making, and about how the nervous systems may learn to achieve optimization, the underlying neuronal mechanisms of how the nervous systems optimize decision strategies with preference given to speed or accuracy, and how the systems adapt to changes in the environment, remain unclear. Based on extensive empirical observations, we addressed the question by extending a previously described cortico-basal ganglia circuit model of perceptual decisions with the inclusion of a dynamic dopamine (DA) system that modulates spike-timing dependent plasticity (STDP). We found that, once an optimal model setting that maximized the reward rate was selected, the same setting automatically optimized decisions across different task environments through dynamic balancing between the facilitating and depressing components of the DA dynamics. Interestingly, other model parameters were also optimal if we considered the reward rate that was weighted by the subject's preferences for speed or accuracy. Specifically, the circuit model favored speed if we increased the phasic DA response to the reward prediction error, whereas the model favored accuracy if we reduced the tonic DA activity or the phasic DA responses to the estimated reward probability. The proposed model provides insight into the roles of different components of DA responses in decision adaptation and optimization in a changing environment.
机译:优化决策并使之适应不断变化的环境的能力是提高生存能力的关键大脑功能。尽管已经学到了很多与决策相关的大脑各个区域的神经元活动,以及有关神经系统如何学会实现优化的许多知识,但神经系统如何通过优先考虑速度或速度来优化决策策略的潜在神经机制。准确性,以及系统如何适应环境变化,仍然不清楚。基于广泛的经验观察,我们通过扩展先前描述的知觉决策的皮质-基底神经节回路模型来解决这个问题,其中包括动态多巴胺(DA)系统,该系统调节了与时标相关的可塑性(STDP)。我们发现,一旦选择了使报酬率最大化的最佳模型设置,则相同的设置将通过DA动态的促进和抑制因素之间的动态平衡,自动优化跨不同任务环境的决策。有趣的是,如果我们考虑由受试者对速度或准确性的偏好加权的奖励率,则其他模型参数也是最佳的。具体来说,如果我们增加对奖励预测误差的相位DA响应,则电路模型有利于速度,而如果我们降低对估计的奖励概率的补品DA活动或相位DA响应,则模型有利于准确性。所提出的模型提供了对DA响应的不同组成部分在不断变化的环境中的决策适应和优化中的作用的洞见。

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