2017
DOI: 10.1162/ling_a_00244
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Attenuated Spreading in Sanskrit Retroflex Harmony

Abstract: Drawing on a two-million-word corpus of Sanskrit, the article documents and analyzes two previously unrecognized generalizations concerning the morphoprosodic conditioning of retroflex spreading (nati). Both reveal harmony to be attenuated across the left boundaries of roots (i.e., between a prefix and a root or between members of a compound), in the sense that while harmony applies across these boundaries, when it does so, it accesses a proper subset of the targets otherwise accessible. This attenuation is an… Show more

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Cited by 7 publications
(14 citation statements)
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“…In Sanskrit n -retroflexion (Whitney 1889, Macdonell 1910, Schein & Steriade 1986, Hansson 2001, Graf 2010, Ryan forthcoming), an underlying alveolar /n/ becomes retroflex [ɳ] after retroflex /r ᶳ/, which can appear far to the left of the target /n/. Both trigger and target in (22), from Hansson (2011: 225), are underlined.…”
Section: The Unbounded Circumambient Asymmetrymentioning
confidence: 99%
“…In Sanskrit n -retroflexion (Whitney 1889, Macdonell 1910, Schein & Steriade 1986, Hansson 2001, Graf 2010, Ryan forthcoming), an underlying alveolar /n/ becomes retroflex [ɳ] after retroflex /r ᶳ/, which can appear far to the left of the target /n/. Both trigger and target in (22), from Hansson (2011: 225), are underlined.…”
Section: The Unbounded Circumambient Asymmetrymentioning
confidence: 99%
“…In addition to the Romanian pattern summarized above, there are several other cases that have a non-myopic character, in that full application of an unbounded spreading process depends on the satisfaction of other constraints. (For discussion of additional patterns that bear a less close relation to the cases already discussed, see Walker 2014 and Ryan 2017 on non-local trigger–target relations.) In these four remaining cases, spreading only occurs if the spreading feature succeeds in reaching some targeted position over the course of the derivation.…”
Section: Discussionmentioning
confidence: 98%
“…Jardine (2016: §5.4) acknowledges two attested cases of apparent unbounded circumambience in segmental phonology, Sanskrit n -retroflexion (Ryan 2017) and Yaka height harmony (Hyman 1998). He does not consider them equivalent to tonal patterns, however, claiming that such segmental patterns are ‘extremely rare’.…”
Section: Computational Requirements For Unbounded Circumambiencementioning
confidence: 99%