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Discussing English grammar, the term "double negative" is often, [9] though not universally, [10] [11] applied to the non-standard use of a second negative as an intensifier to a negation. Double negatives are usually associated with regional and ethnical dialects such as Southern American English , African American Vernacular English , and ...
The rule allows one to introduce or eliminate a negation from a formal proof. The rule is based on the equivalence of, for example, It is false that it is not raining. and It is raining. The double negation introduction rule is: P P. and the double negation elimination rule is:
But the term "double negative" can sometimes refer to the standard English constructions called litotes or nested negatives, e.g., using "He is not unhealthy" to mean "He is healthy". In some cases, nested negation is used to convey nuance, uncertainty, or the possibility of a third option other than a statement or its negation.
Double negatives – e.g., "We don't need no education" [15] Certain double modals – e.g., "You might could do it" – not considered standard, but used for example in Southern American English [16] Double copula [17] – e.g., "What has to happen is, is that the money has to come from somewhere" [18] Preposition stranding – e.g., "You have ...
In linguistics and grammar, affirmation (abbreviated AFF) and negation (NEG) are ways in which grammar encodes positive and negative polarity into verb phrases, clauses, or other utterances. An affirmative (positive) form is used to express the validity or truth of a basic assertion, while a negative form expresses its falsity.
In rhetoric, litotes (/ l aɪ ˈ t oʊ t iː z, ˈ l aɪ t ə t iː z /, US: / ˈ l ɪ t ə t iː z /), [1] also known classically as antenantiosis or moderatour, is a figure of speech and form of irony in which understatement is used to emphasize a point by stating a negative to further affirm a positive, often incorporating double negatives for effect.
And with a bored, fidgety horse, you can probably expect to double the duration. 31. “We could always expand that window… if you can sweeten the deal” ...
Together with double negation elimination one may infer our originally formulated rule, namely that anything follows from an absurdity. Typically the intuitionistic negation ¬ P {\displaystyle \neg P} of P {\displaystyle P} is defined as P → ⊥ {\displaystyle P\rightarrow \bot } .
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