Complex:

Filter: - Description
- Class methods
- Instance methods
- math support
- real
- imag
- conjugate
- +
- -
- *
- /
- exp
- squared
- cubed
- sqrt
- **
- pow
- <
- ==
- neg
- reciprocal
- abs
- magnitude
- magnitudeApx
- rho
- angle phase theta
- conversion
- misc
- coerce
- hash
- printOn
- performBinaryOpOnSignal
- performBinaryOpOnComplex
- performBinaryOpOnSimpleNumber
- performBinaryOpOnUGen
- Inherited instance methods
- Undocumented instance methods
- Examples

Source: Complex.sc

A class representing complex numbers. Note that this is a simplified representation of a complex number, which does not implement the full mathematical notion of a complex number.

Create a new complex number with the given real and imaginary parts.

real |
the real part |

imag |
the imaginary part |

a new instance of Complex.

The real part of the number.

The imaginary part of the number.

the complex conjugate.

Complex addition.

Complex subtraction

Complex multiplication

Complex division.

Complex exponentiation with base e.

Complex self multiplication.

complex triple self multiplication.

Complex square root

returns the principal root

From superclass: Object

Complex exponentiation

not implemented for all combinations - some are mathematically ambiguous.

the comparison of just the real parts.

the comparison assuming that the reals (floats) are fully embedded in the complex numbers

negation of both parts

the reciprocal of a complex number

the absolute value of a complex number is its magnitude.

distance to the origin.

the distance to the origin.

the angle in radians.

Convert to a Point.

Convert to a Polar

real part as Integer.

real part as Float.

returns this

a hash value

print this on given stream

Basic example:

Julia set approximation:

helpfile source: https://github.com/supercollider/supercollider/tree/3.13/HelpSource/Classes/Complex.schelp

link::Classes/Complex::

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