Shm-reduplication explained

Shm-reduplication is a form of reduplication originating in Yiddish in which the original word or its first syllable (the base) is repeated with the copy (the reduplicant) beginning with shm- (sometimes schm-), pronounced . The construction is generally used to indicate irony, sarcasm, derision, skepticism, or lack of interest with respect to comments about the discussed object. In general, the new combination is used as an interjection.

Examples

Using a noun

Shm-reduplication is often used with a noun, as a response to a previously-made statement to express the viewer's doubts (eg. "He's just a baby!", ", he's five years old!") or lack of interest ("What a sale!", "Sale,,[1] there's nothing I would want.")

Used as an adjective

When used as an adjective, the reduplicated combination can belong to the same syntactical category as the original.

It can be used as an intensifier, as in "Whenever we go to a restaurant, we feel like James Bond."[2] - the speaker is implying that the restaurant is particularly fancy.

Phonological properties

Bert Vaux and Andrew Nevins' online survey of shm-reduplication revealed further phonological details.

Origins and sociolinguistic distribution

The construction originated in Yiddish and was subsequently transferred to English, especially urban northeastern American English, by Yiddish-speaking Jewish immigrations from Central and Eastern Europe. It is now known and used by many non-Jewish English speakers, particularly American English. The construction was also adopted in Modern Hebrew usage as a prefix resulting in a derogatory echoic expressive. For example, March 29, 1955 David Ben-Gurion dismissed a United Nations resolution as "Um-Shmum", (U.M. being the UN's Hebrew acronym, pronounced as /he/).

Ghil'ad Zuckermann wrote: "When an Israeli speaker would like to express his impatience with or disdain for philosophy, s/he can say filosófya-shmilosófya".[3] In German Yiddish the same construction is possible, too, for example: (i.e.: visa permits that have been somehow obtained, possibly below the level of legality).Zuckermann (2009) mentions in this context the Turkic initial m-segment conveying a sense of "and so on" as in the Turkish sentence, literally "magazine '' read:NEGATIVE:PRESENT:3rd person singular", i.e. "(He) doesn't read magazines, journals or anything like that".[3]

A similar phenomenon is present in most of the languages of the Balkan sprachbund, especially in colloquial Bulgarian where not only "sh(m)-" and "m-", but also other consonants and consonant clusters are used in this way, and its usage has its particularities that differ from what the English "shm" indicates.[4]

As a counterexample in linguistics

Shm-reduplication has been advanced as an example of a natural-language phenomenon that cannot be captured by a context-free grammar.[5] The essential argument was that the reduplication can be repeated indefinitely, producing a sequence of phrases of geometrically increasing[6] length, which cannot occur in a context-free language.[5]

See also

Notes and references

Notes and References

  1. News: Shoppers say 'ho-hum' not 'ho-ho-ho' to sales . Christina Rexrode and Sarah Skidmore . . AP. December 7, 2011 . January 28, 2012.
  2. Book: Penn & Teller's how to play with your food . Penn Jillette and Teller . Penn & Teller . Villard Books . 1992 . 35 . 0-679-74311-1 . registration .
  3. Zuckermann, Ghil'ad (2009), Hybridity versus Revivability: Multiple Causation, Forms and Patterns. In Journal of Language Contact, Varia 2: 40–67, p. 49, where he also refers to Haig (2001) and Lewis (1967).
  4. P. Asenova. Main problems of the Balkan sprachbund. Veliko Tarnovo, Bulgaria. 2002. (Bulgarian: Асенова, П., Балканско езикознание. Основни проблеми на балканския езиков съюз. Велико Търново. 2002 г.)
  5. Proceedings of the Chicago Linguistics Society . The soft formal underbelly of theoretical syntax . Manaster-Ramer . Alexis . Alexis Manaster-Ramer . 19 . 256–262 . 1983 .
  6. "Geometrically increasing" is a mathematical expression, meaning "increasing in geometric sequence", i.e. where each term of the sequence is obtained by multiplying the preeceding term by a constant (which, in an increasing progression, must be greater than 1).