The relative complement of in is denoted } } according to the ISO 31-11 standard.
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The properties below include a defined binary operation, relative complement, denoted by infix " \ ".
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A field of subsets of " X " is a ring that contains " X " and is closed under relative complement.
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Formally, a lune is the relative complement of one disk in another ( where they intersect but neither is a subset of the other ).
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It is also possible to prevent the schema from being inconsistent by restricting which formulae it can be applied to, such as only complement or relative complement in positive set theory.
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A more useful example is the set of subsets of the real line formed by starting with all open intervals and adding in all countable unions, countable intersections, and relative complements and continuing this process ( by transfinite iteration through all countable ordinals ) until the relevant closure properties are achieved ( a construction known as the Borel hierarchy ).
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