| Literature DB >> 30250437 |
Rick Dale1,2, Alexia Galati1,2,3, Camila Alviar1,2, Pablo Contreras Kallens1,2,4, Adolfo G Ramirez-Aristizabal2, Maryam Tabatabaeian2, David W Vinson2.
Abstract
Through theoretical discussion, literature review, and a computational model, this paper poses a challenge to the notion that perspective-taking involves a fixed architecture in which particular processes have priority. For example, some research suggests that egocentric perspectives can arise more quickly, with other perspectives (such as of task partners) emerging only secondarily. This theoretical dichotomy-between fast egocentric and slow other-centric processes-is challenged here. We propose a general view of perspective-taking as an emergent phenomenon governed by the interplay among cognitive mechanisms that accumulate information at different timescales. We first describe the pervasive relevance of perspective-taking to cognitive science. A dynamical systems model is then introduced that explicitly formulates the timescale interaction proposed. This model illustrates that, rather than having a rigid time course, perspective-taking can be fast or slow depending on factors such as task context. Implications are discussed, with ideas for future empirical research.Entities:
Keywords: dynamical systems; empathy; interaction; joint action; perspective-taking; social cognition
Year: 2018 PMID: 30250437 PMCID: PMC6139380 DOI: 10.3389/fpsyg.2018.01278
Source DB: PubMed Journal: Front Psychol ISSN: 1664-1078
A spectrum of cognitive processes from simpler to more complex, with illustrations of each under various domains in which perspective-taking is central.
| Joint action | Co-activating candidate objects and actions for a task from copresence and observation | Predicting probable partner movements from observed perceptuomotor dynamics and affordances | Predicting partner processes from goal-orientation of partner, strategic analysis of local cues from partner and relevant task features |
| Empathy | Co-activating emotional states from associations of behavioral or environmental accompaniments | Overlapping emotional expression through similar neural circuits and physiological processes (e.g., mimicry of facial expressions) | Recognizing emotional states through appraisal of situational factors and cues |
| Dialogue | Co-activating linguistic levels of analysis via mere exposure (priming) | Anticipating linguistic levels of analysis through common processes between interlocutors | Inferring and tracking partner processes from strategic combination of linguistic levels, recall of dialogue history, situational cues, etc. |
| Theory of mind | Co-activating partner's mental states independently of egocentric goals | Identifying partner's mental states through inhibition of egocentric goals and use of executive function | Inferring and tracking partner's mental states from goal orientation of partner and relevant task features |
Figure 1The potential V defined in Equation (1) is illustrated on the left. Here, k is 0. The red line is an illustration of how a simulated “trial” is run in the model. The model is initialized near the saddle point (at 0), and it acts as a kind of biased drift/diffusion process as it settles into an assigned interpretive role, defined by Equation (2). On the right, we show that this “decision” is achieved at a threshold sum (∑x). In Duran and Dale (2014), several features of perspective-taking timing were modeled with this basic mechanism.
The parameters used for Figures 2–5 under Equation (3).
| Figure | |||
| (σ = 0.01 for all) | |||
| β = 0 | α = 0 | ||
| Figure | |||
| β = 0 | α = 0 | ||
| Figure | |||
| β = 0 | |||
| Figure | |||
| α = 0.2 |
In bold along some rows we highlight key changes from figure to figure. These parameters warp the response landscape, and change the perspective-taking dynamics. For code, see .
Figure 2An illustration of the basic two-dimensional dynamical model. On the top left and bottom right are the potential wells of the two variables. These variables evolve as in Equation (3), and together they define a vector field shown in the top right. In the black lines we have simulated 50 “decisions” which show an equibiased perspective response. This is based on the parameters: u and u = 0.2, k for both and α and β set to 0. The noise parameter σ = 0.1. We use a threshold of 30 (see Figure 1), and the squares reflect which state variable (x or x) reached the threshold first. These are summarized in the Table 2. All source code can be downloaded from http://github.com/racdale/simple-perspective-model.
Figure 5Under the condition that there is a bias for coherence, with α, β > 0, the vector field promotes common descent into consistent attractors—the processes facilitate each other. In this case, there is a slight tilt toward other-centric response (+1) for the slow process (x) and again egocentric for the fast process (x). There is mixed responding and the processes mutually reinforce the interpretations of each “decision”.
Figure 3By assuming that the slow (x) process is half the pace of information accumulation as the faster (x), and also that the fastest is robustly egocentrically biased—egocentric perspective decisions dominate, and information accumulation in the slower process (shown in top left) does not reach the threshold in any of these 50 simulated “decisions.” See Table 2 for full parameters.
Figure 4By assuming that slower process has an established “tilt” (“strategy”) and can recruit top-down control over lower-level processes (parameter α), other-centric responding can completely dominate—despite being half the speed and competing against a strong egocentric bias in the faster process. A relevant transformation of the vector field is also visible. Parameters in Table 2.