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Fixup Re US 164-203: Add whitespace in math expressions
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source/algorithms.tex

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@@ -10448,11 +10448,11 @@
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\range{first2}{last2} contains $n$ elements that are equivalent to them,
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then all $m$ elements from the first range
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are included in the union, in order, and
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then the final $\max(n - m,0)$ elements from the second range
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then the final $\max(n - m, 0)$ elements from the second range
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are included in the union, in order.
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If, of those elements, $k$ elements from the first range
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are copied to the output range,
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then the first $\min(k,n)$ elements from the second range
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then the first $\min(k, n)$ elements from the second range
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are considered \term{skipped}.
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Copies the first $N$ elements of the sorted union
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to the range \range{result}{result + $N$}.
@@ -10587,7 +10587,7 @@
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then the first $k$ elements from the second range
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are considered \term{skipped}.
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If $N < M$, a non-copied element is also considered skipped
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if it compares less than the $(N+1)^\text{th}$ element
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if it compares less than the $(N + 1)^\text{th}$ element
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of the sorted intersection.
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Copies the first $N$ elements of the sorted intersection
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to the range \range{result}{result + $N$}.
@@ -10735,7 +10735,7 @@
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for the overloads in namespace \tcode{ranges},
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where the iterator \tcode{j1}
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points to the position of the element in \range{first1}{last1}
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corresponding to the $(N+1)^\text{th}$ element of the sorted difference.
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corresponding to the $(N + 1)^\text{th}$ element of the sorted difference.
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\end{itemize}
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\pnum
@@ -10853,7 +10853,7 @@
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the last $n - m$ of these elements from \range{first2}{last2},
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in order, if $m < n$.
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If $N < M$, a non-copied element is considered \term{skipped}
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if it compares less than or equivalent to the $(N+1)^\text{th}$ element
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if it compares less than or equivalent to the $(N + 1)^\text{th}$ element
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of the sorted symmetric difference,
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unless it is from the same range as that element and does not precede it.
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Copies the first $N$ elements of the sorted symmetric difference

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