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∀
for every
∃
there exists
∴
therefore
∍
such that
∈
is a member of (or is an element of)
∉
is not a member of (or is an element of)
∅ or { }
empty set
{x | x > 0 }
the set of all x values such that x is greater than 0
N
the set of all natural numbers: 1, 2, 3….
Z
the set of all integers -3 -2 -1 0 1 2 3
Z+
the set of all positive integers 1 2 3
Z-
the set of negative integers -3 -2 -1
Q
the set of rational numbers (ratios of integers)
I
the set of irrational numbers
R
the set of all real numbers (q U i)
R+ and R-
the sets of all positive and negative real numbers