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|= P
truth-functionally true
iff a sentence P is true on every TVA
P |=
truth-functionally false
iff a sentence P is false on every TVA
truth-functionally indeterminant
iff a sentence P has been true and false on some TVAs
P =||= Q
truth-functionally equivalent
iff sentences P and Q have the same truth value on every TVA
Γ |≠
truth-functionally consistent
iff there is a TVA where all members of the set of sentences Γ are true
Γ |=
truth-functionally inconsistent
Γ |= P
truth-functionally entails
iff there’s no TVA on which every member of Γ is true and P is false
truth-functionally valid
an argument of SL iff there’s no TVA on which all its premises are true and the conclusion is false