Documentation ¶
Index ¶
- func Abs[R rules.Real, C rules.Complex](x C) R
- func Acos[C rules.Complex](x C) C
- func Acosh[C rules.Complex](x C) C
- func Asin[C rules.Complex](x C) C
- func Asinh[C rules.Complex](x C) C
- func Atan[C rules.Complex](x C) C
- func Atanh[C rules.Complex](x C) C
- func Conj[C rules.Complex](x C) C
- func Cos[C rules.Complex](x C) C
- func Cosh[C rules.Complex](x C) C
- func Cot[C rules.Complex](x C) C
- func Exp[C rules.Complex](x C) C
- func Imag[R rules.Real, C rules.Complex](z C) R
- func Inf[C rules.Complex]() C
- func IsInf[C rules.Complex](x C) bool
- func IsNaN[C rules.Complex](x C) bool
- func Log[C rules.Complex](x C) C
- func Log10[C rules.Complex](x C) C
- func NaN[C rules.Complex]() C
- func Phase[R rules.Real, C rules.Complex](x C) R
- func Polar[R rules.Real, C rules.Complex](x C) (r, θ R)
- func Pow[C rules.Complex](x, y C) C
- func Real[R rules.Real, C rules.Complex](z C) R
- func Rect[C rules.Complex, R rules.Real](r, θ R) C
- func Sin[C rules.Complex](x C) C
- func Sinh[C rules.Complex](x C) C
- func Sqrt[C rules.Complex](x C) C
- func Tan[C rules.Complex](x C) C
- func Tanh[C rules.Complex](x C) C
Constants ¶
This section is empty.
Variables ¶
This section is empty.
Functions ¶
func Phase ¶
Phase returns the phase (also called the argument) of x. The returned value is in the range [-Pi, Pi].
func Polar ¶
Polar returns the absolute value r and phase θ of x, such that x = r * e**θi. The phase is in the range [-Pi, Pi].
func Pow ¶
Pow returns x**y, the base-x exponential of y. For generalized compatibility with math.Pow:
Pow(0, ±0) returns 1+0i Pow(0, c) for real(c)<0 returns Inf+0i if imag(c) is zero, otherwise Inf+Inf i.
Types ¶
This section is empty.
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