The kappa statistic is suggested as a means to index the degree to which particular patterns occur in social interaction. It is suggested that the value of the kappa statistic for each interaction be used as a dependent measure. Particular formulas for kappa are derived for undirectional dependence, bidirectional dependence, other additive patterns, and for dominance.
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Allison, P.D. & Liker, J.K. (1982). “Analyzing sequential categorical data on dyadic interaction: Comment on Gottman”, Psychological Bulletin 91: 393–403.
Budescu, D.V. (1984). “Tests of lagged dominance in sequential dyadic interaction”, Psychological Bulletin 96: 402–414.
Feick, L.F. & Novak, J.A. (1986). “Analyzing sequential categorical data on dyadic interaction: Log-linear models exploring the order in variables”, Psychological Bulletin 98: 600–611.
Gottman, J.M. & Ringland, J.T. (1981). “The analysis of dominance and bidirectionality in social development”, Child Development 52: 393–412.
Hubert, L.J. (1977). “Kappa revisited”, Psychological Bulletin 84: 289–297.
Hubert, L.J. (1984). “Statistical applications of linear assignment”, Psychometrika 49: 449–473.
Margolin, G. & Wampold, B.E. (1981). “Sequential analysis of conflict and accord in distressed and nondistressed marital partners”, Journal of Consulting and Clinical Psychology 49: 554–567.
Phelps, R.E. & Slater, M.A. (1985). “Sequential interactions that discriminate high- and low-problem single mother-son dyads”, Journal of Consulting and Clinical Psychology 53: 684–692.
Wampold, B.E. (1984). “Tests of dominance in sequential categorical data”, Psychological Bulletin 96: 424–429.
Wampold, B.E. & Margolin, G. (1982). “Nonparametric strategies to test the independence of behavioral states in sequential data”, Psychological Bulletin 92: 755–765.
Wampold, B. E. & Roll, R. (1986). Sequential Analysis Program (SAP). Unpublished computer program. Division of Counseling and Educational Psychology, University of Oregon.
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Wampold, B.E. Kappa as a measure of pattern in sequential data. Qual Quant 23, 171–187 (1989). https://doi.org/10.1007/BF00151902
- Social Interaction
- Sequential Data
- Dependent Measure
- Kappa Statistic
- Additive Pattern