From Jason Turner

[complex.value.ops]

Diff to HTML by rtfpessoa

tmp/tmp2inc_3o5/{from.md → to.md} RENAMED
@@ -11,17 +11,17 @@ template<class T> constexpr T imag(const complex<T>& x);
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  ```
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  *Returns:* `x.imag()`.
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  ``` cpp
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- template<class T> T abs(const complex<T>& x);
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  ```
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  *Returns:* The magnitude of `x`.
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  ``` cpp
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- template<class T> T arg(const complex<T>& x);
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  ```
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  *Returns:* The phase angle of `x`, or `atan2(imag(x), real(x))`.
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  ``` cpp
@@ -35,20 +35,20 @@ template<class T> constexpr complex<T> conj(const complex<T>& x);
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  ```
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  *Returns:* The complex conjugate of `x`.
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  ``` cpp
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- template<class T> complex<T> proj(const complex<T>& x);
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  ```
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  *Returns:* The projection of `x` onto the Riemann sphere.
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  *Remarks:* Behaves the same as the C function `cproj`. See also: ISO C
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  7.3.9.5
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  ``` cpp
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- template<class T> complex<T> polar(const T& rho, const T& theta = T());
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  ```
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  *Preconditions:* `rho` is non-negative and non-NaN. `theta` is finite.
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  *Returns:* The `complex` value corresponding to a complex number whose
 
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  ```
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  *Returns:* `x.imag()`.
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  ``` cpp
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+ template<class T> constexpr T abs(const complex<T>& x);
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  ```
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  *Returns:* The magnitude of `x`.
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  ``` cpp
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+ template<class T> constexpr T arg(const complex<T>& x);
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  ```
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  *Returns:* The phase angle of `x`, or `atan2(imag(x), real(x))`.
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  ``` cpp
 
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  ```
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  *Returns:* The complex conjugate of `x`.
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  ``` cpp
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+ template<class T> constexpr complex<T> proj(const complex<T>& x);
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  ```
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  *Returns:* The projection of `x` onto the Riemann sphere.
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  *Remarks:* Behaves the same as the C function `cproj`. See also: ISO C
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  7.3.9.5
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  ``` cpp
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+ template<class T> constexpr complex<T> polar(const T& rho, const T& theta = T());
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  ```
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  *Preconditions:* `rho` is non-negative and non-NaN. `theta` is finite.
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  *Returns:* The `complex` value corresponding to a complex number whose