Sentence examples for for the predicate from inspiring English sources

The problem of consistency for the predicate calculus is relatively simple.

Thus, when the propositional function "Tx in which T stands for the predicate "…is a tiger" and x is a variable replaceable with a name is written beside a symbol known as the existential quantifier ∃x, meaning "There exists at least one x such that…"—the result is a sentence that means "There exists at least one x such that x is a tiger".

Turing showed that, given his thesis, there can be no such method for the predicate calculus.

When all pairs for the predicate are explored, the value of the counter is |(m,n)|.

It does not suffice for the predicate P to be distributive that this biconditional is true or even necessarily true.

White and black horses are both of the kind horse, and whenever either is ridden, the satisfaction conditions for the predicate 'riding horses' are fulfilled.

The middle term allows for the demonstration of the predicate to belong per se et propter quid to the subject (NLP I.20, 117).

Hamilton's doctrine of the quantification of the predicate allowed for all sorts of monstrosities (Kneale and Kneale, 1962, 352 4).

Kripke then defines a sentence $A$ of the language of pure substitutional quantificational logic to be valid if, and only if $A$ comes out true no matter what base language $\mathcal{L}$ and non-empty class of terms $\mathcal{C}$ we take as input for the substitutional expansion and what predicates of $\mathcal{L}$ we substitute for the predicates of $A$.

We still have to define the rules for the predicates eq and undefeated.

In Von Neumann's axiomatization theory, some major advantages are [ 22]: There are extensions for the predicates 'set', 'non-self-membered set', 'well-founded set', 'ordinal'ordinal