“…Ontogenetic allometry is often nonlinear (Deacon, 1990; Pélabon et al, 2013) and can be described by various models such as quadratic or segmented regressions (i.e., threshold models) or standard asymptotic growth models (e.g., monomolecular, Gompertz, logistic, or von Bertalanffy, France, Dijkstra, & Dhanoa, 1996). Segmented regressions are seldom used in allometric studies (but see Huxley, 1932; Knell, 2008; Lemaître, Vanpe, Plard, & Gaillard, 2014; McCullough, Ledger, O'Brien, & Emlen, 2015). Segmented regressions are described by four parameters: the intercept ( α ), the slope before the threshold ( β 1 ), the position of the threshold on the x ‐axis at which the slope shifts ( T BM , in natural log), and the slope after the threshold ( β 2 ).…”