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A Meta-Analytic Review of Gender-Role Dimensions and Relationship Satisfaction

Published online by Cambridge University Press:  11 October 2017

Vivian P. Ta*
Affiliation:
Department of Psychology, University of Texas at Arlington, Texas, USA
*
ADDRESS FOR CORRESPONDENCE: Vivian P. Ta, Department of Psychology, Life Science Building, Room 313, 501 Nedderman Dr., Box 19528, Arlington, TX 76019, USA. Email: vivian.ta@mavs.uta.edu

Abstract

Multilevel meta-analytic techniques were used to examine the overall relationship between self-reported gender-role dimensions (psychological femininity and psychological masculinity) and self-reported relationship satisfaction. Twenty-six studies (43 effect sizes) were included in the femininity-relationship satisfaction meta-analysis, and 26 studies (43 effect sizes) were included in the masculinity-relationship satisfaction meta-analysis. Femininity revealed a stronger association with relationship satisfaction than masculinity: there was a medium relationship (r = .28) between femininity and relationship satisfaction and a small relationship (r = .13) between masculinity and relationship satisfaction. Sex/gender was not a moderator in either meta-analysis. Publication biases were not detected. Implications and recommendations are discussed.

Information

Type
Review Article
Copyright
Copyright © The Author(s) 2017 
Figure 0

TABLE 1 Characteristics and Effect Sizes of Studies Included in Meta-Analyses

Figure 1

TABLE 2 Goodness-of-Fit Statistics for Femininity-Relationship Satisfaction and Masculinity-Relationship Satisfaction Multilevel Meta-Analyses

Figure 2

TABLE 3 Summary of Multilevel Meta-Analyses

Figure 3

FIGURE 1 Funnel plot of both meta-analyses. The femininity-relationship satisfaction effect sizes graphed on the y-axis and sample size graphed on x-axis (top) and masculinity-relationship satisfaction effect sizes graphed on the y-axis and standard error graphed on the x-axis (bottom). Horizontal lines represent the mean effect sizes with slanted lines represent the 95% confidence intervals.