“…, M n , similar to constraint ranking in Optimality Theory (Prince and Smolensky, 2008): a lower ranked metric matters only if all higher ranked metric have failed to pick out a unique winner (e.g., if two constructions result in a tie over MAXT). This suggestion is fully explored in Graf et al (2017), which show that when complexity metrics are allowed to be ranked in such a way the total number of possible metrics quickly reaches an astronomical size. However, surveying the variety of previously modeled phenomena, the authors also suggest that the number of metrics truly needed to account for human processing contrasts can be reduced to a small number of core metrics (particularly, they point toward a combination of MAXT and SUMS), an hypothesis that seems supported by recent work on several different constructions (Liu, 2018;Lee, 2018).…”