“…For example, nonlinearity can be defined as a function of patterns between variables (e.g., curvilinear effects, Chopik et al, 2022, Lafit et al, 2022; also see correlated intercepts, slopes or residuals, Dugan et al, 2022), within variables over time (e.g., within-person variation, Eller et al, 2022), and/or within variables between dyads (e.g., time-series analyses, Ogolsky et al, 2021). More complex models can reveal the dynamic ways in which partners’ emotions (e.g., change point detection, Sels et al, 2022), behaviors (e.g., sequence analysis, Solomon et al, 2022), or physiological responses (e.g., couple-oscillator model, Kuelz et al, 2022), unfold or shift abruptly across time. We recognize that most of these analyses are inherently linear in that they involve extracting variables that represent nonlinear effects or dynamics to include in linear-based models to predict outcomes.…”