Vanhasbroeck Niels, Loossens Tim, Anarat Nil, Ariens Sigert, Vanpaemel Wolf, Moors Agnes, Tuerlinckx Francis
Research Group of Quantitative Psychology and Individual Differences, KU Leuven, Leuven, Belgium.
Developmental Psychiatry, KU Leuven, Leuven, Belgium.
Affect Sci. 2022 Jul 14;3(3):559-576. doi: 10.1007/s42761-022-00118-5. eCollection 2022 Sep.
The way in which emotional experiences change over time can be studied through the use of computational models. An important question with regard to such models is which characteristics of the data a model should account for in order to adequately describe these data. Recently, attention has been drawn on the potential importance of nonlinearity as a characteristic of affect dynamics. However, this conclusion was reached through the use of experience sampling data in which no information was available about the context in which affect was measured. However, affective stimuli may induce some or all of the observed nonlinearity. This raises the question of whether computational models of affect dynamics should account for nonlinearity, or whether they just need to account for the affective stimuli a person encounters. To investigate this question, we used a probabilistic reward task in which participants either won or lost money at each trial. A number of plausible ways in which the experimental stimuli played a role were considered and applied to the nonlinear Affective Ising Model (AIM) and the linear Bounded Ornstein-Uhlenbeck (BOU) model. In order to reach a conclusion, the relative and absolute performance of these models were assessed. Results suggest that some of the observed nonlinearity could indeed be attributed to the experimental stimuli. However, not all nonlinearity was accounted for by these stimuli, suggesting that nonlinearity may present an inherent feature of affect dynamics. As such, nonlinearity should ideally be accounted for in the computational models of affect dynamics.
The online version contains supplementary material available at 10.1007/s42761-022-00118-5.
情感体验随时间变化的方式可以通过计算模型来研究。关于此类模型的一个重要问题是,模型应该考虑数据的哪些特征才能充分描述这些数据。最近,非线性作为情感动态的一个特征的潜在重要性受到了关注。然而,这一结论是通过使用经验抽样数据得出的,在这些数据中,没有关于情感测量背景的信息。然而,情感刺激可能会诱发部分或全部观察到的非线性。这就提出了一个问题,即情感动态的计算模型是应该考虑非线性,还是只需要考虑一个人遇到的情感刺激。为了研究这个问题,我们使用了一个概率奖励任务,参与者在每次试验中要么赢钱要么输钱。我们考虑了实验刺激发挥作用的一些合理方式,并将其应用于非线性情感伊辛模型(AIM)和线性有界奥恩斯坦 - 乌伦贝克(BOU)模型。为了得出结论,我们评估了这些模型的相对和绝对性能。结果表明,一些观察到的非线性确实可以归因于实验刺激。然而,这些刺激并没有解释所有的非线性,这表明非线性可能是情感动态的一个固有特征。因此,在情感动态的计算模型中,理想情况下应该考虑非线性。
在线版本包含可在10.1007/s42761-022-00118-5获取的补充材料。