|
4192 | 4192 | The first iterator \tcode{i} in the range \range{first}{last-count}
|
4193 | 4193 | such that for every non-negative integer \tcode{n} less than \tcode{count}
|
4194 | 4194 | the following corresponding conditions hold:
|
4195 |
| -\tcode{*(i + n) == value, pred(*(i + n),value) != false}. |
| 4195 | +\tcode{*(i + n) == value, pred(*(i + n), value) != false}. |
4196 | 4196 | Returns \tcode{last} if no such iterator is found.
|
4197 | 4197 |
|
4198 | 4198 | \pnum
|
|
9084 | 9084 |
|
9085 | 9085 | // \ref{numeric.ops.gcd}, greatest common divisor
|
9086 | 9086 | template<class M, class N>
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9087 |
| - constexpr common_type_t<M,N> gcd(M m, N n); |
| 9087 | + constexpr common_type_t<M, N> gcd(M m, N n); |
9088 | 9088 |
|
9089 | 9089 | // \ref{numeric.ops.lcm}, least common multiple
|
9090 | 9090 | template<class M, class N>
|
9091 |
| - constexpr common_type_t<M,N> lcm(M m, N n); |
| 9091 | + constexpr common_type_t<M, N> lcm(M m, N n); |
9092 | 9092 |
|
9093 | 9093 | // \ref{numeric.ops.midpoint}, midpoint
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9094 | 9094 | template<class T>
|
|
10020 | 10020 | \end{footnote}
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10021 | 10021 | \end{itemize}
|
10022 | 10022 |
|
10023 |
| - |
10024 | 10023 | \pnum
|
10025 | 10024 | \effects
|
10026 | 10025 | For the overloads with no \tcode{ExecutionPolicy} and a non-empty range,
|
|
10089 | 10088 | \indexlibraryglobal{gcd}%
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10090 | 10089 | \begin{itemdecl}
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10091 | 10090 | template<class M, class N>
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10092 |
| - constexpr common_type_t<M,N> gcd(M m, N n); |
| 10091 | + constexpr common_type_t<M, N> gcd(M m, N n); |
10093 | 10092 | \end{itemdecl}
|
10094 | 10093 |
|
10095 | 10094 | \begin{itemdescr}
|
|
10124 | 10123 | \indexlibraryglobal{lcm}%
|
10125 | 10124 | \begin{itemdecl}
|
10126 | 10125 | template<class M, class N>
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10127 |
| - constexpr common_type_t<M,N> lcm(M m, N n); |
| 10126 | + constexpr common_type_t<M, N> lcm(M m, N n); |
10128 | 10127 | \end{itemdecl}
|
10129 | 10128 |
|
10130 | 10129 | \begin{itemdescr}
|
|
10138 | 10137 | $|\tcode{m}|$ and $|\tcode{n}|$
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10139 | 10138 | are representable as a value of \tcode{common_type_t<M, N>}.
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10140 | 10139 | The least common multiple of $|\tcode{m}|$ and $|\tcode{n}|$
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10141 |
| -is representable as a value of type \tcode{common_type_t<M,N>}. |
10142 |
| - |
| 10140 | +is representable as a value of type \tcode{common_type_t<M, N>}. |
10143 | 10141 |
|
10144 | 10142 | \pnum
|
10145 | 10143 | \returns
|
|
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