| Literature DB >> 30245651 |
Margarida Truninger1,2, Xavier Fernández-I-Marín3, Joan M Batista-Foguet1, Richard E Boyatzis4, Ricard Serlavós1.
Abstract
Prior research on emotional intelligence (EI) has highlighted the use of incremental models that assume EI and general intelligence (or g) make independent contributions to performance. Questioning this assumption, we study EI's moderation power over the relationship between g and individual performance, by designing and testing a task-dependent interaction model. Reconciling divergent findings in previous studies, we propose that whenever social tasks are at stake, g has a greater effect on performance as EI increases. By contrast, in analytic tasks, a compensatory (or negative) interaction is expected, whereby at higher levels of EI, g contributes to performance at a lesser extent. Based on a behavioral approach to EI, using 360-degree assessments of EI competencies, our findings show that EI moderates the effect of g on the classroom performance of 864 MBA business executives. Whilst in analytic tasks g has a stronger effect on performance at lower levels of EI competencies, our data comes short to show a positive interaction of EI and g in affecting performance on social tasks. Contributions and implications to research and practice are discussed.Entities:
Keywords: analytic tasks; emotional intelligence; emotional intelligence competencies; general cognitive ability; individual performance; social tasks
Year: 2018 PMID: 30245651 PMCID: PMC6137254 DOI: 10.3389/fpsyg.2018.01532
Source DB: PubMed Journal: Front Psychol ISSN: 1664-1078
Figure 1Path diagram of the task-dependent interaction model of EI and general intelligence on the individual performance on social vs. analytic tasks. Dashed lines represent direct effects that have been previously tested in earlier research and thus are not represented in our hypotheses.
Figure 2Diagonal figures represent the univariate distribution of each of the variables (densities for continuous variables, bar plots for binary variables). Upper and lower triangle figures are bivariate distributions of the values. In the case of two continuous variables, instead of a dotplot we have used a bivariate density plot. The bivariate density plot represents a view from the top, with the lines highlighting areas with increasing density, as in a topographic map. In all cases, colors represent social (red) and analytic (blue) tasks.
Figure 3Coefficient estimates of the direct effects of ESCI, as assessed by professional raters, GMAT and the interaction effect of ESCI*GMAT on individual performance.
Figure 4Interaction effect between ESCI and GMAT on the individual performance on social and analytic tasks.