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视觉和听觉二元奇异性任务的逐试惊喜解码模型。

Trial-by-trial surprise-decoding model for visual and auditory binary oddball tasks.

机构信息

Department of Electrical Engineering, Sharif University of Technology, Tehran, Iran.

出版信息

Neuroimage. 2019 Aug 1;196:302-317. doi: 10.1016/j.neuroimage.2019.04.028. Epub 2019 Apr 11.

DOI:10.1016/j.neuroimage.2019.04.028
PMID:30980899
Abstract

Having to survive in a continuously changing environment has driven the human brain to actively predict the future state of its surroundings. Oddball tasks are specific types of experiments in which this nature of the human brain is studied. Detailed mathematical models have been constructed to explain the brain's perception in these tasks. These models consider a subject as an ideal observer who abstracts a hypothesis from the previous stimuli, and estimates its hyper-parameters - in order to make the next prediction. The corresponding prediction error is assumed to manifest the subjective surprise of the brain. While the approach of earlier works to this problem has been to suggest an encoding model, we investigated the reverse model: if the stimuli's surprise is assumed as the cause of the observer's surprise, it must be possible to decode the surprise of each stimulus, for every single subject, given only their neural responses, i.e. to tell how unexpected a specific stimulus has been for them. Employing machine learning tools, we developed a surprise decoding model for binary oddball tasks. We constructed our model using the ideal observer proposed by Meyniel et al. in 2016, and applied it to three datasets, one with visual, one with auditory, and one with both visual and auditory stimuli. We demonstrated that our decoding model performs very well for both of the sensory modalities with or without the presence of the subject's motor response.

摘要

为了在不断变化的环境中生存,人类大脑积极地预测周围环境的未来状态。Oddball 任务是研究人类大脑这种特性的特定类型的实验。已经构建了详细的数学模型来解释大脑在这些任务中的感知。这些模型将主体视为从先前刺激中抽象出假设并估计其超参数的理想观察者,以便进行下一次预测。假设相应的预测误差反映了大脑的主观惊讶。虽然早期解决这个问题的方法是提出一种编码模型,但我们研究了相反的模型:如果假设刺激的惊讶是观察者惊讶的原因,那么必须能够仅根据他们的神经反应来解码每个刺激的惊讶,即告诉他们特定刺激对他们来说有多出乎意料。我们使用机器学习工具,为二进制 Oddball 任务开发了一种惊讶解码模型。我们使用 Meyniel 等人在 2016 年提出的理想观察者构建了我们的模型,并将其应用于三个数据集,一个是视觉的,一个是听觉的,一个是同时具有视觉和听觉刺激的。我们证明,我们的解码模型在有或没有主体运动反应的情况下,对于两种感觉方式都能很好地发挥作用。

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