"complete negation" is a correct and usable phrase in written English.
It is often used to describe a statement or sentence that completely denies or contradicts something that was previously mentioned. Here is an example: The defendant's alibi was met with complete negation by the prosecution's witnesses, who testified that they saw him at the scene of the crime at the exact time of the murder.
The double negation referred to earlier whereby the individual is negated by the group aspect of self, and the group aspect is in turn negated by the individual aspect, is not to be taken as a complete negation that obliterates that which is negated.
"It was a complete negation of what was going on in the world.
Giving him a mark of identification that glows through the night is the complete negation of this principle, and making that mark a circle of white radiance that hangs abov his head like a tangible proof of angelic purity is confusing.
Moreover, there was a complete negation of personal research and a thorough critique of teaching activities, which were considered to serve as Western bourgeois propaganda.
The clear-headed Judge James Donato determined in May that while proceeding under California law was something users had agreed to, it was unenforceable, as it would amount to "a complete negation" of non-California protections such as those found in BIPA.
A more complete negation of political philosophy was rarely uttered.
The dictator's lie, that negation and complete distortion of what he has put his own country through, and now us, indirectly, must be exposed and condemned.
By "consistent" Hilbert meant that it should be impossible to derive both a statement and its negation; by "complete," that every properly written statement should be such that either it or its negation was derivable from the axioms; by "decidable," that one should have an algorithm that determines of any given statement whether it or its negation is provable.
The semantics of cost-based abduction for complete models are then generalized to handle negation.
If the system is complete, then either the sentence p or its negation is a theorem of the system.
Readers of Thomas Bernhard will recognize a familiar vaudeville of despair, whereby every possibility is shadowed by its negation, and nothing can ever be completed, because it is always being ceaselessly re-started.
