IICO-UASLP, A. Obregon 64, San Luis Potosi, 78000, SLP, Mexico.
Bull Math Biol. 2011 Feb;73(2):266-84. doi: 10.1007/s11538-010-9572-x. Epub 2010 Sep 4.
Emotion (i.e., spontaneous motivation and subsequent implementation of a behavior) and cognition (i.e., problem solving by information processing) are essential to how we, as humans, respond to changes in our environment. Recent studies in cognitive science suggest that emotion and cognition are subserved by different, although heavily integrated, neural systems. Understanding the time-varying relationship of emotion and cognition is a challenging goal with important implications for neuroscience. We formulate here the dynamical model of emotion-cognition interaction that is based on the following principles: (1) the temporal evolution of cognitive and emotion modes are captured by the incoming stimuli and competition within and among themselves (competition principle); (2) metastable states exist in the unified emotion-cognition phase space; and (3) the brain processes information with robust and reproducible transients through the sequence of metastable states. Such a model can take advantage of the often ignored temporal structure of the emotion-cognition interaction to provide a robust and generalizable method for understanding the relationship between brain activation and complex human behavior. The mathematical image of the robust and reproducible transient dynamics is a Stable Heteroclinic Sequence (SHS), and the Stable Heteroclinic Channels (SHCs). These have been hypothesized to be possible mechanisms that lead to the sequential transient behavior observed in networks. We investigate the modularity of SHCs, i.e., given a SHS and a SHC that is supported in one part of a network, we study conditions under which the SHC pertaining to the cognition will continue to function in the presence of interfering activity with other parts of the network, i.e., emotion.
情绪(即自发的动机和随后的行为实施)和认知(即通过信息处理解决问题)对于我们人类如何应对环境变化至关重要。认知科学的最近研究表明,情绪和认知由不同的神经系统支持,尽管它们是高度整合的。理解情绪和认知的时变关系是一个具有挑战性的目标,对神经科学具有重要意义。我们在这里提出基于以下原则的情绪-认知相互作用的动力学模型:(1)认知和情绪模式的时间演变由传入的刺激以及它们之间的竞争来捕获(竞争原则);(2)在统一的情绪-认知相空间中存在亚稳状态;(3)大脑通过亚稳状态的序列以稳健且可重复的瞬态处理信息。这样的模型可以利用情绪-认知相互作用中经常被忽略的时间结构,为理解大脑激活与复杂人类行为之间的关系提供一种稳健且可推广的方法。稳健且可重复的瞬态动力学的数学图像是稳定异宿序列(SHS)和稳定异宿通道(SHC)。有人假设这些可能是导致网络中观察到的顺序瞬态行为的机制。我们研究了 SHC 的模块性,即,给定一个 SHS 和一个在网络的一部分中得到支持的 SHC,我们研究在存在来自网络其他部分(即情绪)的干扰活动的情况下,与认知相关的 SHC 将继续发挥作用的条件。