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authorKaz Kylheku <kaz@kylheku.com>2010-01-17 08:14:24 -0800
committerKaz Kylheku <kaz@kylheku.com>2010-01-17 08:14:24 -0800
commit313673744f11987e0a01cd6c4bfba4cc89964005 (patch)
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parenta8360e9420ee978e814acbc07f3f7814bea7613d (diff)
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Close parenthesis. De Morgan is two words.
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@@ -2889,9 +2889,9 @@ that they are of some use.
.SS Equivalence to Sets
Regexp intersection is not essential; it may be obtained from complement and
-union as follows, since DeMorgan's law applies to regular expression algebra:
+union as follows, since De Morgan's law applies to regular expression algebra:
(R1)&(R2) = ~(~(R1)|~(R2)). (The complement of the union of the complements of
-R1 and R2 constitutes the intersection. This law works because the regular
+R1 and R2 constitutes the intersection.) This law works because the regular
expression operators denote set operations in a straightforward way. A regular
expression denotes a set of strings (a potentially infinite one) in a condensed
way. The union of two regular expressions R1 | R2 denotes the union of the set