2010
DOI: 10.1007/s11525-010-9167-0
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Descriptive and explanatory markedness

Abstract: Abstract. The wide empirical coverage of two number features,[±singular] and [±augmented], is used to show that (Greenbergian) category-internal markedness, (geometric) feature markedness, and value markedness are, respectively, epiphenomenal, untenable, and too simplistically formulated to be currently evaluated.

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Cited by 25 publications
(22 citation statements)
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“…I will illustrate here with languages that contain duals and/or paucals in addition to singular and plural, as these will be the most relevant for us later on. The reader is referred to Corbett (2000) and Harbour (2011Harbour ( , 2014 for detailed discussion of other number values. Consider Ljubljana Slovenian, a dialect of Slovenian spoken in and around Ljubljana.…”
Section: Harbour (2014)mentioning
confidence: 99%
“…I will illustrate here with languages that contain duals and/or paucals in addition to singular and plural, as these will be the most relevant for us later on. The reader is referred to Corbett (2000) and Harbour (2011Harbour ( , 2014 for detailed discussion of other number values. Consider Ljubljana Slovenian, a dialect of Slovenian spoken in and around Ljubljana.…”
Section: Harbour (2014)mentioning
confidence: 99%
“…17 Our primary strategy here 17 We have not engaged here with the proposals in Harbour (2011;, and Ackema & Neeleman (2013). Harbour and Ackema and Neeleman contend that standard frameworks treat features as first order predicates, whose values serve as one-place truth functors, but that this should be replaced by a perspective is to limit building assumptions into our system, so that this will allow us, at least in principle, to consider the restrictiveness of various possible assumptions in the abstract, and to allow for direct formal comparison of classes of competing frameworks.…”
Section: Defaults and Containmentmentioning
confidence: 99%
“…Consider first the claim that ''the proposals on the table haven't worked''. At least one of the proposals on the table, namely Harbour 2009, Harbour 2011a, works so well that it has forced retraction of Kiowa-Tanoan number as an example of the unimaginable and confronted the authors of Myth with two more surprises and two universals that they have been unable to refute-the ''additional problems that we discuss in sect. R6.4…”
Section: ) Again Is Ignored ([ T D $ I N L I N E ] N O 22)mentioning
confidence: 99%