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Neural Decoding and Inner Psychophysics: A Distance-to-Bound Approach for Linking Mind Brain and Behavior

机译:神经解码和内在心理物理学:一种将思维大脑和行为联系起来的距离到边界的方法

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摘要

A fundamental challenge for cognitive neuroscience is characterizing how the primitives of psychological theory are neurally implemented. Attempts to meet this challenge are a manifestation of what Fechner called “inner” psychophysics: the theory of the precise mapping between mental quantities and the brain. In his own time, inner psychophysics remained an unrealized ambition for Fechner. We suggest that, today, multivariate pattern analysis (MVPA), or neural “decoding,” methods provide a promising starting point for developing an inner psychophysics. A cornerstone of these methods are simple linear classifiers applied to neural activity in high-dimensional activation spaces. We describe an approach to inner psychophysics based on the shared architecture of linear classifiers and observers under decision boundary models such as signal detection theory. Under this approach, distance from a decision boundary through activation space, as estimated by linear classifiers, can be used to predict reaction time in accordance with signal detection theory, and distance-to-bound models of reaction time. Our “neural distance-to-bound” approach is potentially quite general, and simple to implement. Furthermore, our recent work on visual object recognition suggests it is empirically viable. We believe the approach constitutes an important step along the path to an inner psychophysics that links mind, brain, and behavior.
机译:认知神经科学的一个基本挑战是表征心理理论的原语​​是如何在神经上实现的。尝试应对这一挑战是费希纳所谓的“内在”心理物理学的体现:心理量与大脑之间精确映射的理论。在他自己的时代,内心心理物理学对于费希纳而言仍然是一个没有实现的野心。我们建议,今天,多元模式分析(MVPA)或神经“解码”方法为发展内部心理物理学提供了有希望的起点。这些方法的基石是应用于高维激活空间中神经活动的简单线性分类器。我们描述了一种基于线性分类器和观察者在决策边界模型(例如信号检测理论)下的共享体系结构的内部心理物理学方法。在这种方法下,根据信号检测理论和反应时间的距离边界模型,可以使用线性分类器估计的从决策边界到激活空间的距离来预测反应时间。我们的“神经距离界限”方法可能非常通用,并且易于实现。此外,我们最近在视觉对象识别方面的工作表明它在经验上是可行的。我们认为,这种方法构成了连接心灵,大脑和行为的内部心理物理学的重要一步。

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