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Colin Leach
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removed italics
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concepts.wip/sets/about.md

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The following operations on pairs of Sets are supported (shortcuts to the operator symbol are shown in parentheses).
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- `union(A, B)` or `A ∪ B` (`\cup`): all entries in A or B or both.
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- `intersect(A, B)` or `A ∩ B` (`\cap`): all entries common to both A _and_ B.
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- `intersect(A, B)` or `A ∩ B` (`\cap`): all entries common to both A and B.
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- `setdiff(A, B)` (no symbol): entries in A but not in B.
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- `symdiff(A, B)` (no symbol): entries in either A or B but not both.
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- `issubset(A, B)` or `A ⊆ B` (`\subseteq`) or `B ⊇ A` (`\supseteq`): `true` if all entries in A are also in B.

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