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¬p
not p (negation)
p∧q
p AND q
p∨q
p OR q
p⇒q
if p, then q
p⇔q
p iff q
∀x
for every x
∃x
there exists an x
x∈A
x is in A
x∉A
x is not in A
A∪B
A OR B
A∩B
A AND B
A∖B
in A, but not B
A⊆B
everything in A is also in B
(
A
∅
empty set