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> ) as does every other natural number. thus x consists of , , , ... since the set s consists of all numbers " times x" it is given by s = { , , , ,...}. s is, in other words, the set of all even numbers greater than . in this annotated version of the example: s = { ⋅ x ⏟ output expression ∣ x ⏟ variable
∈ n ⏟ input set , x > ⏟ predicate } {\displaystyle s=\{\underbrace { \cdot x} _{\color {violet}{\text{output expression}}}\mid \underbrace {x} _{\color {violet}{\text{variable}}}\in \underbrace {\mathbb {n} } _{\color {violet}{\text{input set}}},\ \underbrace {x^{ }> } _{\color {violet}{\text{predicate...
https://en.wikipedia.org/wiki/List_comprehension
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