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It might be expected that a notion of "perfect negation" is rather restrictive and precludes many contenders from the status of a negation connective.
The syntactical and the semantical concepts of perfect negation developed by Arnon Avron (1999, 2002) are, indeed, sophisticated notions that, taken together, basically designate only classical negation as perfect.
A unary connective $*$ is a perfect negation with respect to a single-conclusion consequence relation $\vdash $from the syntactic point of view if the relation $\vdash$ is strongly symmetrical with respect to $*$.
Similar(57)
A more complete negation of political philosophy was rarely uttered.
The present negation will almost certainly be negated in turn.
Among the logics considered by Avron (1999, 2002) only Boolean negation in classical logic turns out to be perfect from both the syntactical and the semantical point of view.
Can a negation be recorded without that recording somehow negating the negation?
Baudrillard claims that the negation of a transcendent reality in the current media and technological society is a "perfect crime" that involves the "destruction of the real".
This suited her, this negation.
Not negation, but negative capability.
It's the power of negation.
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Justyna Jupowicz-Kozak
CEO of Professional Science Editing for Scientists @ prosciediting.com