Interface ComplexTypeInterface

Interface for chippyash\Type\Number\Complex\ComplexType types Makes it broadly compatible with other types

chippyash\Type\Interfaces\ComplexTypeInterface implements chippyash\Type\Interfaces\TypeInterface

Direct known implementers

chippyash\Type\Number\Complex\AbstractComplexType

Indirect known implementers

chippyash\Type\Number\Complex\ComplexType, chippyash\Type\Number\Complex\GMPComplexType

Namespace: chippyash\Type\Interfaces
Located at Interfaces/ComplexTypeInterface.php

Methods summary
`public chippyash\Type\Number\Rational\RationalType`	# `r( )` Get the real part Get the real part Returns `chippyash\Type\Number\Rational\RationalType` RationalType
`public chippyash\Type\Number\Rational\RationalType`	# `i( )` Get the imaginary part Get the imaginary part Returns `chippyash\Type\Number\Rational\RationalType` RationalType
`public boolean`	# `isZero( )` Is this number equal to zero? Is this number equal to zero? Returns `boolean` boolean
`public boolean`	# `isReal( )` Is this number a real number? i.e. is it in form n+0i Is this number a real number? i.e. is it in form n+0i Returns `boolean` boolean
`public boolean`	# `isGaussian( )` Is this number Gaussian, i.e r & i are both equivelent to integers Is this number Gaussian, i.e r & i are both equivelent to integers Returns `boolean` boolean Link http://en.wikipedia.org/wiki/Gaussian_integer
`public chippyash\Type\Number\Complex\ComplexType`	# `conjugate( )` Return conjugate of this number Return conjugate of this number Returns `chippyash\Type\Number\Complex\ComplexType` \chippyash\Type\Number\Complex\ComplexType
`public chippyash\Type\Number\Rational\RationalType`	# `modulus( )` Return the modulus, also known as absolute value or magnitude of this number = sqrt(r² + i²); Return the modulus, also known as absolute value or magnitude of this number = sqrt(r² + i²); Returns `chippyash\Type\Number\Rational\RationalType` \chippyash\Type\Number\Rational\RationalType
`public chippyash\Type\Number\Rational\RationalType`	# `theta( )` Return the angle (sometimes known as the argument) of the number when expressed in polar notation Return the angle (sometimes known as the argument) of the number when expressed in polar notation The return value is a rational expressing theta as radians Returns `chippyash\Type\Number\Rational\RationalType` \chippyash\Type\Number\Rational\RationalType
`public chippyash\Type\Number\Rational\RationalType`	# `radius( )` Return the radius (sometimes known as Rho) of the number when expressed in polar notation Return the radius (sometimes known as Rho) of the number when expressed in polar notation Returns `chippyash\Type\Number\Rational\RationalType` \chippyash\Type\Number\Rational\RationalType
`public array[radius`	# `asPolar( )` Returns complex number expressed in polar form Returns complex number expressed in polar form radius == this->modulus() theta is angle expressed in radians Returns `array[radius` => RationalType, theta => RationalType]
`public integer`	# `polarQuadrant( )` Returns the polar quadrant for the complex number Returns 1, 2, 3 or 4 dependent on the quadrant Returns the polar quadrant for the complex number Returns 1, 2, 3 or 4 dependent on the quadrant Returns `integer` int
`public string`	# `polarString( )` Return complex number expressed as a string in polar form i.e. r(cosθ + i⋅sinθ) Return complex number expressed as a string in polar form i.e. r(cosθ + i⋅sinθ) Returns `string` string

Methods inherited from chippyash\Type\Interfaces\TypeInterface
`__invoke(), __toString(), get(), set()`