Complex number
ABS
abs(Complex x
) -> Real
STABLE
Magnitude of complex number x
abs(Vector of Complex v
) -> Vector of Real
STABLE
Magnitudes of elements in vector of complex numbers v
COMPLEX
complex(Real re
, Real im
) -> Complex
STABLE
Constructor and accessors for complex numbers
DIV
div(Complex x
, Real y
) -> Complex
STABLE
Divide complex number x
with real number y
.
Same as x/y
div(Complex x
, Complex y
) -> Complex z
STABLE
Divide complex number x
with complex number y
.
Same as x*y
div(Complex x
, Vector of Number w
) -> Vector of Complex
STABLE
Divide complex number x
with each element in vector w
.
Same as x/w
div(Real x
, Complex y
) -> Complex
STABLE
Divide real number x
with complex number y
.
Same as x/y
div(Vector v
, Complex w
) -> Vector of Complex
STABLE
Divide elements in vectors of complex number v
with w
.
Same as v./w
EXP
exp(Complex x
) -> Complex
STABLE
Natural exponent e^x
IM
im(Complex c
) -> Real im
STABLE
The imaginary part of a complex number
im(Vector of Complex v
) -> Vector of Real
STABLE
The imaginary parts of a vector of complex numbers v
MINUS
minus(Complex x
, Real y
) -> Complex
STABLE
No description.
minus(Complex x
, Complex y
) -> Complex z
STABLE
No description.
minus(Complex x
, Vector w
) -> Vector of Complex
STABLE
No description.
minus(Real x
, Complex y
) -> Complex
STABLE
No description.
minus(Vector v
, Complex y
) -> Vector of Complex
STABLE
No description.
PLUS
plus(Complex x
, Complex y
) -> Complex
STABLE
Addition and subtraction of complex numbers
plus(Complex x
, Real y
) -> Complex
STABLE
No description.
plus(Real x
, Complex y
) -> Complex
STABLE
No description.
plus(Vector v
, Complex y
) -> Vector of Complex
STABLE
No description.
plus(Complex x
, Vector w
) -> Vector of Complex
STABLE
No description.
RE
re(Complex c
) -> Real re
STABLE
The real part of a complex number
re(Vector of Complex v
) -> Vector of Real
STABLE
The real parts of a vector of complex numbers v
TIMES
times(Complex x
, Complex y
) -> Complex
STABLE
Multiplication and division of complex numbers
times(Real x
, Complex y
) -> Complex
STABLE
No description.
times(Complex x
, Real y
) -> Complex
STABLE
No description.
times(Vector of Number v
, Complex y
) -> Vector of Complex
STABLE
No description.
times(Complex x
, Vector w
) -> Vector of Complex
STABLE
No description.