“…Growth functions can be grouped into 3 categories: those that represent diminishing returns behavior (e.g., monomolecular), sigmoidal behavior with a fixed point of inflection (e.g., Gompertz, logistic), and those encompassing sigmoidal behavior with a flexible point of inflection (e.g., Richards, von Bertalanffy). The flexible functions are often generalized models that encompass simpler 1 Schulin-Zeuthen, (2000); 911 Birth to 1,007 (Landrace × Yorkshire) DM 89.9, dCP 14.3, NE 9.26, Schulin- Zeuthen and Danfaer (2001) × Duroc P 0.586, aP 0.378 DM 89.6, dCP 13.1, NE 9.11, P 0.551, aP 0.317 DM 88.9, dCP 11.9, NE 8.96, P 0.517, aP 0.256 DM 88.2, dCP 12.7, NE 8.49, P 0.507, aP 0.241 DM 89.0, dCP 11.2, NE 8.18, P 0.497, aP 0.244 DM 88.8, dCP 10.7, NE 7.87, P 0.458, aP 0.224 DM 88.4, dCP 9.56, NE 7.87, P 0.450, aP 0.224 2 Jondreville et al (2004); 209 68 to 210 (Large White × Landrace) DM 89.6, CP 20.0, NE 9.55, Tibau et al (2002) × CP = 6.25 × N (NRC, 1998), dCP = digestible protein, NE (MJ/kg) = 7.72 Scandinavian Feed Units (Andersen and Just, 1983), NE = 0.75 digestible energy (Andersen and Just, 1983), and aP = available phosphorus. models for particular values of certain additional parameters.…”