Sentence examples for for the negation from inspiring English sources

This is a similar case for the negation class, as speakers can easily negate a polar clue and put it with a clue of opposite polarity, which is quite common in informal texts.

So, let's illustrate the idea of forcing in the case of building a model for the negation of $V=L$.

If the conclusion of this argument counts as a paradox, then by a similar argument for the negation of any of your beliefs counts as a paradox.

But an inspection of possible cases reveals that there is no pure and simple sequent valid for the negation interpretation of # which is not also valid for the constant-false interpretation.

As Humberstone points out, it fails for the negation, conjunctions, disjunction fragment of CPL, since in classical propositional logic the Bendall normal form (bnf) of a conjunction of atomic formulas $pp \wedge \osim q)$ is $\osim (p \rightarrow q)$.

The verification process searches for the negation of this literal and, when a counterexample is found, it indicates that the output error is higher than expected for that filter realization.

The sensitivity, specificity and positive predictive value and positive likelihood ratios for the assignment of the negation status are reported.

For example, the negation of the existence of flowers that grows in the sky does not imply the existence of other plants that grow in the sky.

Now suppose (for reductio) the negation of (B); i.e, that there is some object, say a, such that Precedes+ a,0) and a≠0.

But although this condition is met by the standard rules for conjunction, it is not met by the natural deduction introduction rule for negation, which must employ either another logical constant (\(\dq{\bot}\)) or another instance of the negation sign than the one being introduced.

For this reason, the negation of classical propositional logic is often called 'Boolean negation'.