existential quantifier मीनिंग इन हिंदी

अधिक: आगे

The properties of the existential quantifier are established by axioms.
This is equivalent to the TQBF using only existential quantifiers:
The let expression is a conjunction within an existential quantifier.
Existential quantifiers are dealt with by means of Skolemization.
The rule for existential quantifiers introduces new constant symbols.
Each set of axioms has but four existential quantifiers.
The above predicates contain the only existential quantifiers appearing in the entire proof.
The universal quantifier can be defined in terms of the existential quantifier and negation.
Variables not bound by an existential quantifier are bound by an implicit universal quantifier.
The possibility of this construction relies on the intuitionistic interpretation of the existential quantifier.

संज्ञा.

a logical quantifier of a proposition that asserts the existence of at least one thing for which the proposition is true
पर्याय: existential operator