A formal modeling framework for the dynamics of subjective well-being, including satisfaction with interpersonal relationships
Agency | John Templeton Foundation |
Panel | Social Sciences |
Location | University of California, Irvine |
Start date | August 2014 |
End date | August 2017 |
Budget | $ 540,018.00 |
Agency code | 48192 |
Lead | Joachim Vandekerckhove |
Other | Zita Oravecz |
Project text | pn-48192.pdf |
Abstract
We will study the componential structure and mechanisms of subjective well-being (SWB) and its dynamic and interactive behavior over time using modern mathematical and computational models and techniques. As part of this, we will also study the role of cognitive evaluations of feeling loved.
We aim to develop an integrative formal framework for modeling SWB to contribute to our understanding of substantively interesting issues. The dynamical property of the framework will allow us to formalize various mechanisms of change, adaptation, and variation in SWB and predictors of inter-individual differences through intensive longitudinal designs (ILD).
We propose a three-pronged approach. First, we will use established psychometric methods to develop a tool to measure SWB as a multidimensional construct. The tool will be specifically designed to be used in ILDs. For a componential structure, we will adapt Martin Seligman's PERMA model, in which five dimensions of SWB (Positive emotions, Engagement, positive Relationships, Meaning, Accomplishment) are considered. For one dimension in particular, the "positive relationships" component, we will additionally apply an extended Cultural Consensus Model in order to quantify the cognitive aspect of feeling loved in daily life. Second, we will develop and apply a multidimensional stochastic differential equation model to capture the temporal dynamics of SWB, including the possible interactions between dimensions. Third, we will gather longitudinal data with the new measurement instrument and study the effects of positive psychology interventions using the new model.