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\pnum
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\remarks
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- The expression \tcode{addressof(a[i+ j]) == addressof(a[i]) + j}
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+ The expression \tcode{addressof(a[i + j]) == addressof(a[i]) + j}
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evaluates to \tcode{true} for all \tcode{size_t i} and \tcode{size_t j}
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- such that \tcode{i+ j < a.size()}.
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+ such that \tcode{i + j < a.size()}.
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\pnum
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The expression \tcode{addressof(a[i]) != addressof(b[j])}
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\item If \tcode{t == 1}, then \tcode{r == b}.
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\item If \tcode{t >= 0 \&\& t <= 1}, then \tcode{isfinite(r)}.
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\item If \tcode{isfinite(t) \&\& a == b}, then \tcode{r == a}.
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- \item If \tcode{isfinite(t) || !isnan(t) \&\& b- a != 0}, then \tcode{!isnan(r)}.
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+ \item If \tcode{isfinite(t) || !isnan(t) \&\& b - a != 0}, then \tcode{!isnan(r)}.
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\end{itemize}
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Let \tcode{\placeholder{CMP}(x,y)} be \tcode{1} if \tcode{x > y},
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\tcode{-1} if \tcode{x < y}, and \tcode{0} otherwise.
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