P just in case Q
P ↔ Q
P if and only if Q
P ↔ Q
P exactly if Q
P ↔ Q
P iff Q
P ↔ Q
Q only if P
Q → P
only if P, Q
Q → P
unless P, Q
¬P → Q
Q provided P
P → Q
Q if P
P → Q
Q whenever P
P → Q
T to ⊥
unsatisfiable
rule no longers applies, break before ⊥
satisfiable
A & B are tautology equivalent?
A ⇔ B
B is logical consequence of A?
A → B
tautology vs? logical truth vs ? TT-possible means? logically possible means?
(TT-)contradiction, logical contradiction
T in at least one row
T in at least one non-spurious row