Department of Biomedical and Molecular Sciences, Queen's University Kingston, ON, Canada.
Institute of Neuroscience, Shanghai Institutes for Biological Sciences, Chinese Academy of Sciences Shanghai, China.
Front Neurosci. 2014 Aug 13;8:236. doi: 10.3389/fnins.2014.00236. eCollection 2014.
Decisions are faster and less accurate when conditions favor speed, and are slower and more accurate when they favor accuracy. This phenomenon is referred to as the speed-accuracy trade-off (SAT). Behavioral studies of the SAT have a long history, and the data from these studies are well characterized within the framework of bounded integration. According to this framework, decision makers accumulate noisy evidence until the running total for one of the alternatives reaches a bound. Lower and higher bounds favor speed and accuracy respectively, each at the expense of the other. Studies addressing the neural implementation of these computations are a recent development in neuroscience. In this review, we describe the experimental and theoretical evidence provided by these studies. We structure the review according to the framework of bounded integration, describing evidence for (1) the modulation of the encoding of evidence under conditions favoring speed or accuracy, (2) the modulation of the integration of encoded evidence, and (3) the modulation of the amount of integrated evidence sufficient to make a choice. We discuss commonalities and differences between the proposed neural mechanisms, some of their assumptions and simplifications, and open questions for future work. We close by offering a unifying hypothesis on the present state of play in this nascent research field.
当条件有利于速度时,决策会更快但准确性较低,而当条件有利于准确性时,决策会更慢但准确性更高。这种现象被称为速度-准确性权衡(SAT)。对 SAT 的行为研究历史悠久,这些研究的数据在有界积分框架内得到了很好的描述。根据该框架,决策者积累有噪声的证据,直到其中一个备选方案的累计总数达到一个界限。较低和较高的界限分别有利于速度和准确性,而牺牲另一个。研究神经科学中这些计算的神经实现是最近的一个发展。在这篇综述中,我们描述了这些研究提供的实验和理论证据。我们根据有界积分框架组织综述,描述了以下方面的证据:(1)在有利于速度或准确性的条件下,对证据进行编码的调制;(2)对编码证据的整合进行调制;(3)做出选择所需的整合证据量的调制。我们讨论了拟议的神经机制之间的共性和差异,它们的一些假设和简化,以及未来工作的开放性问题。最后,我们提出了一个关于这个新兴研究领域现状的统一假设。