sig
type t = Complex.t = { re : float; im : float; }
val zero : Reins.Types.Complex.t
val one : Reins.Types.Complex.t
val i : Reins.Types.Complex.t
val neg : Reins.Types.Complex.t -> Reins.Types.Complex.t
val conj : Reins.Types.Complex.t -> Reins.Types.Complex.t
val add :
Reins.Types.Complex.t -> Reins.Types.Complex.t -> Reins.Types.Complex.t
val sub :
Reins.Types.Complex.t -> Reins.Types.Complex.t -> Reins.Types.Complex.t
val mul :
Reins.Types.Complex.t -> Reins.Types.Complex.t -> Reins.Types.Complex.t
val inv : Reins.Types.Complex.t -> Reins.Types.Complex.t
val div :
Reins.Types.Complex.t -> Reins.Types.Complex.t -> Reins.Types.Complex.t
val sqrt : Reins.Types.Complex.t -> Reins.Types.Complex.t
val norm2 : Reins.Types.Complex.t -> float
val norm : Reins.Types.Complex.t -> float
val arg : Reins.Types.Complex.t -> float
val polar : float -> float -> Reins.Types.Complex.t
val exp : Reins.Types.Complex.t -> Reins.Types.Complex.t
val log : Reins.Types.Complex.t -> Reins.Types.Complex.t
val pow :
Reins.Types.Complex.t -> Reins.Types.Complex.t -> Reins.Types.Complex.t
val equal : 'a -> 'a -> bool
val hash : 'a -> int
val gen : ?size:'a -> Random.State.t -> Complex.t
end