Sentence examples for clauses corresponding from inspiring English sources

For each P(ψ i )≥α i in ϕ, substitute a new atomic proposition B i for ψ i to construct Ψ. Let Γ be assignment P≥1, where γ is the conjunction of the clauses corresponding to (ψ i )⇔B i, (¬ψ i ∨B i )∧(ψ i ∨¬B i ), for all B i introduced.

Thus for a propositional language it will take as its basis, a clause according to which an atom is true or false accordingly as the valuation maps it to 1 or to 0. In systems in which ∨ is a primitive constant, the clause corresponding to disjunction takes α ∨ β to be true if at least one of α, β is true, and takes it to be false otherwise.

The gadget highlights which literal is set to true in the clause corresponding to the selection gadget.

Incompatible genotypes can be used for deriving a lower bound such that the size of the model can be reduced by eliminating s variables and corresponding clauses.

The vacuity objection goes from the premise that every time a fact is not a moral reason there is some explanation for its failure to be a reason to the conclusion that the 'no further feature of the situation explains…' clause of the corresponding default principle will always be false whenever the fact in question is not a reason.

These significata of whole propositions, which in English we may refer to by using the corresponding "that-clauses" (as I did above, referring to the cause of the ship's wreck by the phrase "that the pilot was absent"), and in Latin by an accusative-with-infinitive construction, are what Abelard calls the dicta of propositions.

For example, when we unpack Plantinga's definition of a possible world in the semantic clause for sentences of the form ⌈◻ψ⌉ in order to derive the truth condition for (17), '□∀x(Gx → Mx ', we end up with this: If we now unpack the modal operators in (22) using the corresponding truth conditional clauses of standard possible world semantics, the result will contain further world quantifiers.

Consider the set of six mapping gadget families with alleles { y i, y j, y k }, corresponding to the clause c p  = (x i ∨ x j ∨ x k ).

The edge joining a clause node to an atom node is labeled by the sign of the corresponding literal in the clause.

The following two procedures are required to create attributes and attribute values corresponding to the Prolog clauses of the inputted problem.

Thanks and regards, A. Fill in the slots with the corresponding elements in the clause.