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In mathematics, the determinant is a scalar-valued function of the entries of a square matrix.The determinant of a matrix A is commonly denoted det(A), det A, or | A |.Its value characterizes some properties of the matrix and the linear map represented, on a given basis, by the matrix.
Determiner, also called determinative (abbreviated DET), is a term used in some models of grammatical description to describe a word or affix belonging to a class of noun modifiers. A determiner combines with a noun to express its reference .
This article uses determiner for the category and determinative for the function in the noun phrase. The lexical category determiner is the class of words described in this article. They head determiner phrases, which can realize the functions determinative, predeterminative, and modifier: determiner phrases as determinatives: the box, this hill
DPs that lack an overt determiner actually involve a covert determiner in some sense. The problem is evident in English as well, where mass nouns can appear with or without a determiner, e.g. milk vs. the milk, water vs. the water. Plural nouns can also appear with or without a determiner, e.g. books vs. the books, ideas vs. the ideas, etc ...
The determinative, if present, always precedes the nominal and is licensed by the head noun. That is, it must agree in number and countability (e.g., many people, *many person, some police, *a police) with the head noun. Though the determinative function is typically realized by determiner phrases, they may also be realized by other phrases.
Possessive determiners, as used in English and some other languages, imply the definite article.For example, my car implies the car of mine. (However, "This is the car I have" implies that it is the only car you have, whereas "This is my car" does not imply that to the same extent.
Quirk's determiner is Huddleston's determinative and Quirk's determinative is Huddleston's determiner. In each of them determiner and determinative are two distinct concepts [ edit ]
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