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In linguistics, agreement or concord (abbreviated agr) occurs when a word changes form depending on the other words to which it relates. [1] It is an instance of inflection , and usually involves making the value of some grammatical category (such as gender or person ) "agree" between varied words or parts of the sentence .
The nasal permutation caused by the class 8 adjectival concord is probably due to false analogy with the class 10 forms (in isiXhosa, for example, the class 8 concord does not cause nasal permutation). Being formed from the relative concord followed by the class prefix, they therefore have the tonal pattern [¯ _ ].
For example, their default point of reference in time (expressed by bare verb stems) is not the present moment, but the past. Using pre-verbal auxiliaries, they uniformly express tense, aspect, and mood. Negative concord occurs, but it affects the verbal subject (as opposed to the object, as it does in languages like Spanish). Another ...
In propositional logic, material implication [1] [2] is a valid rule of replacement that allows a conditional statement to be replaced by a disjunction in which the antecedent is negated. The rule states that P implies Q is logically equivalent to not- P {\displaystyle P} or Q {\displaystyle Q} and that either form can replace the other in ...
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We see example 1 work because the French Embedded Language island Le matin de bonne heure, "early in the morning", is a time expression. (Also, it is repeated in Wolof in the second sentence.) In example 2, we see the quantifier a lot of is a predicted Embedded Language island. Here we see an objective complement of a finite verb begin with the ...
A classic example of a nasal carrying a tone: To form a locative from a noun, one of the possible procedures involves simply suffixing a low tone [ŋ̩] to the noun. To form the locative meaning "on the grass" one suffixes -ng to the word [ʒʷɑŋ̩] jwang ‡ [_ ¯ ], giving jwanng ‡ [_ ¯ _ ] [ʒʷɑŋ̩ŋ̩], with the two last syllabic nasals having contrasting tones.
Multiple rule-based problems are problems containing various conflicting rules and restrictions. [1] Such problems typically have an " optimal " solution, found by striking a balance between the various restrictions, without directly defying any of the aforementioned restrictions.