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vectorized complex accessors #685

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13 changes: 6 additions & 7 deletions src/functions-reference/complex-valued_basic_functions.Rmd
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Expand Up @@ -98,19 +98,18 @@ component in all elements of the output.
Given a complex number, its real and imaginary parts can be
extracted with the following functions.


<!-- real; get_real; (complex z); -->
<!-- reals; get_real; (complexes z); -->
\index{{\tt \bfseries get\_real }!{\tt (complex z): real}|hyperpage}

`real` **`get_real`**`(complex z)`<br>\newline
Return the real part of the complex number `z`.
`reals` **`get_real`**`(complexes z)`<br>\newline
Return the real part of the complex number `z`. If the input is a scalar complex the output will be a scalar `real`. Otherwise, the output is is a container of `real` values.
`r since("2.28")`

<!-- real; get_imag; (complex z); -->
<!-- reals; get_imag; (complexes z); -->
\index{{\tt \bfseries get\_imag }!{\tt (complex z): real}|hyperpage}

`real` **`get_imag`**`(complex z)`<br>\newline
Return the imaginary part of the complex number `z`.
`reals` **`get_imag`**`(complexes z)`<br>\newline
Return the imaginary part(s) of the complex number(s) `z`. If the input is a scalar complex the output will be a scalar `real`. Otherwise, the output is is a container of `real` values.
`r since("2.28")`

## Complex arithmetic operators {#complex-arithmetic}
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