RM G 1 2 49 Complex Elementary Functions (GNAT Reference Manual)

### 6.62 RM G.1.2(49): Complex Elementary Functions ¶

> “Implementations in which `Complex_Types.Real'Signed_Zeros` is `True` should attempt to provide a rational treatment of the signs of zero results and result components. For example, many of the complex elementary functions have components that are odd functions of one of the parameter components; in these cases, the result component should have the sign of the parameter component at the origin. Other complex elementary functions have zero components whose sign is opposite that of a parameter component at the origin, or is always positive or always negative.”

Followed.