@article{jbp:/content/journals/10.1075/lali.18.1.02her, author = "One-Soon Her (何萬順)", title = "Structure of numerals and classifiers in Chinese: Historical and typological perspectives and cross-linguistic implications", journal= "Language and Linguistics", year = "2017", volume = "18", number = "1", pages = "26-71", doi = "https://doi.org/10.1075/lali.18.1.02her", url = "https://www.jbe-platform.com/content/journals/10.1075/lali.18.1.02her", publisher = "John Benjamins", issn = "1606-822X", type = "Journal Article", keywords = "head-parameter", keywords = "measure word", keywords = "classifier", keywords = "multiplication", keywords = "constituency", keywords = "numerals", abstract = "Abstract It is controversial whether a classifier (C) or measure word (M) in Chinese forms a constituent first with Num (numeral) or N in a [Num C/M N] phrase. This paper reviews evidence for the [Num C/M] constituency from modern Chinese and then provides evidence from historical and typological perspectives. Under the [Num C/M] constituency, not only the C/M word orders attested in Chinese history, but also all those attested elsewhere, can be straightforwardly accounted for by the head parameter, while such simplicity is unattainable under the [C/M N] constituency. In addition, fresh evidence is obtained from the internal word order within a complex numeral; e.g. san-shi ‘30’ is base-final, with n (3) and base (10) entering into a multiplicative function, 3×10. The same multiplicative function exists between Num and C/M, e.g. san-duo hua ‘3 C flower’ = 3×1 flower, and san-da hua ‘3 dozen flower’ = 3×12 flower. C/M and bases are thus unified as multiplicands, an insight further supported by the consistent correlation between the base-final order and the C/M-final order throughout the history of Chinese. A closer examination of the 103 classifier languages in Greenberg (1990[1978]) further reveals that, among the 52 languages whose numeral systems and C/M word orders can be obtained, the synchronization between the numeral base and C/M is nearly universal. The base-C/M unification as multiplicands and base-C/M synchronization in word order strongly suggest that Num and C/M form a single constituent.", }