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Pronunciation varies by accent · noun
(linguistics) A part or component of a syntactic, morphological, or phonetic constituent..
In any metrical tree or constituent, the HTE of the subconstituent dominated by l is: a. One register step lower than the HTE of the subconstituent dominated by h when the l subconstituent is on the right; b. at the same register as the HTE of the subconstituent dominated by h when the l subconstituent is on the left.
The dominance relation directly characterizes the property of subconstituency: X dominates Y if Y is a subconstituent of X.
Given two adjacent constituents A and B, two cases must be considered: * A can attach as a left subconstituent of B; * B can attach as a right subconstituent of A, or as a right subconstituent of an active subconstituent of A.
The second subconstituent of a graph with respect to some vertex x is the induced graph on the vertices distinct from x, and that are not adjacent to x.
During 1992 and 1993 Paul Terwilliger introduced a new tool called the subconstituent algebra for studying the underlying structure of association schemes through a series of three papers [21], [22], and [23]. Terwilliger introduced a method for studying commutative association schemes by defining a new algebra that is noncommutative, finite dimensional, semisimple C-algebra. The subconstituent algebra is now popularly referred to as the "Terwilliger" algebra.
The term prequark has appeared in the literature as a name for subconstituents in composite models [4].
Apart from hadrons, which are made of subconstituent quarks, electron and positron are “fundamental” objects.
Subconstituent models of quarks, leptons and the weak gauge bosons [4] sometimes employ the idea of "Chiral Confinement [5] .
Use subconstituent when its meaning, tone and grammar fit the full sentence. A synonym is not always a direct replacement.
Subconstituent means (linguistics) A part or component of a syntactic, morphological, or phonetic constituent..
The closest synonym depends on the sentence and intended sense.
The opposite depends on the specific sense.
In any metrical tree or constituent, the HTE of the subconstituent dominated by l is: a. One register step lower than the HTE of the subconstituent dominated by h when the l subconstituent is on the right; b. at the same register as the HTE of the subconstituent dominated by h when the l subconstituent is on the left.
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