package owl-base

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package owl-base
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Type definition and constants
type t = Complex.t

Type definition of a complex number.

val zero : t

Constant value zero.

val one : t

Constant value one.

val i : t

Constant value i.

Unary functions
val neg : t -> t

TODO

val abs : t -> float

TODO

val abs2 : t -> float

TODO

val logabs : t -> float

TODO

val conj : t -> t

TODO

val inv : t -> t

TODO

val sqrt : t -> t

TODO

val exp : t -> t

TODO

val exp2 : t -> t

TODO

val exp10 : t -> t

TODO

val expm1 : t -> t

TODO

val log : t -> t

TODO

val log2 : t -> t

TODO

val log10 : t -> t

TODO

val log1p : t -> t

TODO

val sin : t -> t

TODO

val cos : t -> t

TODO

val tan : t -> t

TODO

val cot : t -> t

TODO

val sec : t -> t

TODO

val csc : t -> t

TODO

val sinh : t -> t

TODO

val cosh : t -> t

TODO

val tanh : t -> t

TODO

val sech : t -> t

TODO

val csch : t -> t

TODO

val coth : t -> t

TODO

val asin : t -> t

TODO

val acos : t -> t

TODO

val atan : t -> t

TODO

val asec : t -> t

TODO

val acsc : t -> t

TODO

val acot : t -> t

TODO

val asinh : t -> t

TODO

val acosh : t -> t

TODO

val atanh : t -> t

TODO

val asech : t -> t

TODO

val acsch : t -> t

TODO

val acoth : t -> t

TODO

val arg : t -> float

``arg x`` returns the angle of a complex number ``x``.

val phase : t -> float

``phase x`` returns the phase of a complex number ``x``.

val floor : t -> t

``floor x``

val ceil : t -> t

``ceil x``

val round : t -> t

``round x``

val trunc : t -> t

``trunc x``

val fix : t -> t

``fix x``

Binary functions
val add : t -> t -> t

TODO

val sub : t -> t -> t

TODO

val mul : t -> t -> t

TODO

val div : t -> t -> t

TODO

val add_re : t -> float -> t

TODO

val add_im : t -> float -> t

TODO

val sub_re : t -> float -> t

TODO

val sub_im : t -> float -> t

TODO

val mul_re : t -> float -> t

TODO

val mul_im : t -> float -> t

TODO

val div_re : t -> float -> t

TODO

val div_im : t -> float -> t

TODO

val pow : t -> t -> t

TODO

val polar : float -> float -> t

TODO

val rect : float -> float -> t

``rect r phi`` return a complex number with polar coordinates ``r`` and ``phi``.

Comparison functions
val equal : t -> t -> bool

TODO

val not_equal : t -> t -> bool

TODO

val less : t -> t -> bool

TODO

val greater : t -> t -> bool

TODO

val less_equal : t -> t -> bool

TODO

val greater_equal : t -> t -> bool

TODO

Helper functions
val complex : float -> float -> t

``complex re im`` returns a complex number ``re; im``.

val of_tuple : (float * float) -> t

``of_tuple (re, im)`` returns a complex number ``re; im``.

val to_tuple : t -> float * float

``to_tuple x`` converts a complex number to tuple ``(x.re; x.im)``.

val is_nan : t -> bool

``is_nan x`` returns ``true`` if ``x.re`` is ``nan`` or ``x.im`` is ``nan``.

val is_inf : t -> bool

``is_inf x`` returns ``true`` if either ``x.re`` or ``x.im`` is ``infinity`` or ``neg_infinity``.

val is_normal : t -> bool

``is_normal x`` returns ``true`` if both ``x.re`` and ``x.im`` are ``normal``.

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