wanweipedia

Blocking (linguistics)

In linguistics, blocking refers to the morphological phenomenon in which a possible form for a word cannot surface because it is "blocked" by another form whose features are the most appropriate to the surface form's environment.[1] More basically, it may also be construed as the "non-occurrence of one form due to the simple existence of another."[2]

Word formation employs processes such as the plural marker in English s or es (e.g. dog and dogs or wish and wishes). This plural marker is not, however, acceptable on the word child (as in *childs), because it is "blocked" by the presence of the competing form children, which in this case inherits features from an older morphological process.

Blocking may also prevent the formation of words with existing synonyms, particularly if the blocked form is morphologically complex and the existing synonym is morphologically simple, e.g. *stealer which is blocked by the existing simple form thief.[3]

One possible approach to blocking effects is that of distributed morphology, which asserts that semantic and syntactic features create slots or cells in which items can appear. Blocking happens when one cell is engaged by one form as opposed to another. Blocking has been explained along two primary dimensions: the size of the blocking object, and the existence of ungrammatical forms.[4]

References

  1. ^ Jack C. Richards; et al., eds. (2005). Longman Dictionary of Language Teaching and Applied Linguistics. Beijing: Foreign Language Teaching and Research Press. p. 71. ISBN 978-7-5600-4882-6.
  2. ^ Aronoff, Mark (1976). Word Formation in Generative Grammar. Cambridge, MA.: MIT Press. ISBN 978-0-262-51017-2.
  3. ^ Ingo., Plag (1999). Morphological productivity : structural constraints in English derivation. Berlin: Mouton de Gruyter. ISBN 978-3110158335. OCLC 40311603.
  4. ^ Embick, David; Marantz, Alec (Winter 2008). "Architecture and Blocking" (PDF). Linguistic Inquiry. 39 (1): 1–53. CiteSeerX 10.1.1.717.8216. doi:10.1162/ling.2008.39.1.1. ISSN 1530-9150. Retrieved September 18, 2011.



This page was last updated at 2019-11-09 08:23, update this pageView original page

All information on this site, including but not limited to text, pictures, etc., are reproduced on Wikipedia (wikipedia.org), following the . Creative Commons Attribution-ShareAlike License


Top

If the math, chemistry, physics and other formulas on this page are not displayed correctly, please useFirefox or Safari