PUBLIC

ComplexC::ComplexC(void) ComplexC::ComplexC(RealT) ComplexC::ComplexC(RealT,RealT) ComplexC::ComplexC(const ComplexC &) ComplexC::Re(void) ComplexC::Re(void) const ComplexC::Im(void) ComplexC::Im(void) const ComplexC::Mag(void) const ComplexC::I(void) const ComplexC::Conj(void) const ComplexC::operator+=(RealT) ComplexC::operator+=(const ComplexC &) ComplexC::operator-=(RealT) ComplexC::operator-=(const ComplexC &) ComplexC::operator*=(RealT) ComplexC::operator*=(const ComplexC &) ComplexC::operator/=(RealT) ComplexC::operator/=(const ComplexC &) ComplexC::operator+(RealT,const ComplexC &) ComplexC::operator+(const ComplexC &,RealT) ComplexC::operator+(const ComplexC &,const ComplexC &) ComplexC::operator-(RealT,const ComplexC &) ComplexC::operator-(const ComplexC &,RealT) ComplexC::operator-(const ComplexC &,const ComplexC &) ComplexC::operator*(RealT,const ComplexC &) ComplexC::operator*(const ComplexC &,RealT) ComplexC::operator*(const ComplexC &,const ComplexC &) ComplexC::operator/(const ComplexC &,RealT) ComplexC::operator/(const ComplexC &,const ComplexC &) ComplexC::operator/(RealT,const ComplexC &) ComplexC::operator^(const ComplexC &,RealT) ComplexC::operator&&(const ComplexC &,const ComplexC &) ComplexC::Exp(const ComplexC &) ComplexC::CExp(RealT) ComplexC::Log(const ComplexC &)

ComplexC
Complex algebra
include	"amma/Complex.hh"
User Level:	Default
Library:	Complex
Example:	exComplx.cc
Section:	Basic Types.Numerical
In Scope:	std

Variables:

RealT re;

RealT im;

ComplexC()

Creates the complex number (0,0).

ComplexC(RealT real)

Creates the complex number (real, 0).

ComplexC(RealT real,RealT imaginary)

Create the complex number (real, imaginary).

ComplexC(const ComplexC & x)

Copy constructor. Access to the parts of a complex number. ----------------------------------------

RealT & Re()

Returns the real part.

RealT Re() const

Returns the real part.

RealT & Im()

Returns the imaginary part of the complex number.

RealT Im() const

Returns the imaginary part of the complex number.

RealT Mag() const

ComplexC I() const

ComplexC Conj() const

const ComplexC & operator+=(RealT a)

const ComplexC & operator+=(const ComplexC & x)

const ComplexC & operator-=(RealT a)

const ComplexC & operator-=(const ComplexC & x)

const ComplexC & operator*=(RealT a)

const ComplexC & operator*=(const ComplexC & x)

const ComplexC & operator/=(RealT a)

const ComplexC & operator/=(const ComplexC & x)

ComplexC operator+(RealT a,const ComplexC & x)

ComplexC operator+(const ComplexC & x,RealT a)

ComplexC operator+(const ComplexC & a,const ComplexC & x)

ComplexC operator-(RealT a,const ComplexC & x)

ComplexC operator-(const ComplexC & x,RealT a)

ComplexC operator-(const ComplexC & a,const ComplexC & x)

ComplexC operator*(RealT a,const ComplexC & x)

ComplexC operator*(const ComplexC & x,RealT a)

ComplexC operator*(const ComplexC & a,const ComplexC & x)

ComplexC operator/(const ComplexC & x,RealT a)

ComplexC operator/(const ComplexC & a,const ComplexC & x)

ComplexC operator/(RealT a,const ComplexC & x)

ComplexC operator^(const ComplexC & x,RealT a)

RealT operator&&(const ComplexC & a,const ComplexC & x)

ComplexC Exp(const ComplexC & x)

ComplexC CExp(RealT a)

ComplexC Log(const ComplexC & x)