Public Member Functions | Public Attributes
vnl_rnpoly_solve_cmplx Class Reference

This is a local implementation of a minimal "complex number" class, for internal use only. More...

List of all members.

Public Member Functions

 vnl_rnpoly_solve_cmplx (double a=0, double b=0)
double norm () const
vnl_rnpoly_solve_cmplx operator- () const
vnl_rnpoly_solve_cmplx operator+ (vnl_rnpoly_solve_cmplx const &Y) const
vnl_rnpoly_solve_cmplx operator- (vnl_rnpoly_solve_cmplx const &Y) const
vnl_rnpoly_solve_cmplxoperator+= (vnl_rnpoly_solve_cmplx const &Y)
vnl_rnpoly_solve_cmplxoperator-= (vnl_rnpoly_solve_cmplx const &Y)
vnl_rnpoly_solve_cmplx operator* (vnl_rnpoly_solve_cmplx const &Y) const
vnl_rnpoly_solve_cmplx operator/ (vnl_rnpoly_solve_cmplx const &Y) const
vnl_rnpoly_solve_cmplx operator* (double T) const
vnl_rnpoly_solve_cmplxoperator*= (double T)
vnl_rnpoly_solve_cmplxoperator*= (vnl_rnpoly_solve_cmplx const &Y)
vnl_rnpoly_solve_cmplxoperator/= (vnl_rnpoly_solve_cmplx const &Y)

Public Attributes

double R
double C

Detailed Description

This is a local implementation of a minimal "complex number" class, for internal use only.

Definition at line 22 of file vnl_rnpoly_solve.cxx.


Constructor & Destructor Documentation

vnl_rnpoly_solve_cmplx::vnl_rnpoly_solve_cmplx ( double  a = 0,
double  b = 0 
) [inline]

Definition at line 27 of file vnl_rnpoly_solve.cxx.


Member Function Documentation

double vnl_rnpoly_solve_cmplx::norm ( ) const [inline]

Definition at line 28 of file vnl_rnpoly_solve.cxx.

vnl_rnpoly_solve_cmplx vnl_rnpoly_solve_cmplx::operator* ( vnl_rnpoly_solve_cmplx const &  Y) const [inline]

Definition at line 39 of file vnl_rnpoly_solve.cxx.

vnl_rnpoly_solve_cmplx vnl_rnpoly_solve_cmplx::operator* ( double  T) const [inline]

Definition at line 43 of file vnl_rnpoly_solve.cxx.

vnl_rnpoly_solve_cmplx& vnl_rnpoly_solve_cmplx::operator*= ( double  T) [inline]

Definition at line 45 of file vnl_rnpoly_solve.cxx.

vnl_rnpoly_solve_cmplx& vnl_rnpoly_solve_cmplx::operator*= ( vnl_rnpoly_solve_cmplx const &  Y) [inline]

Definition at line 47 of file vnl_rnpoly_solve.cxx.

vnl_rnpoly_solve_cmplx vnl_rnpoly_solve_cmplx::operator+ ( vnl_rnpoly_solve_cmplx const &  Y) const [inline]

Definition at line 31 of file vnl_rnpoly_solve.cxx.

vnl_rnpoly_solve_cmplx& vnl_rnpoly_solve_cmplx::operator+= ( vnl_rnpoly_solve_cmplx const &  Y) [inline]

Definition at line 35 of file vnl_rnpoly_solve.cxx.

vnl_rnpoly_solve_cmplx vnl_rnpoly_solve_cmplx::operator- ( ) const [inline]

Definition at line 29 of file vnl_rnpoly_solve.cxx.

vnl_rnpoly_solve_cmplx vnl_rnpoly_solve_cmplx::operator- ( vnl_rnpoly_solve_cmplx const &  Y) const [inline]

Definition at line 33 of file vnl_rnpoly_solve.cxx.

vnl_rnpoly_solve_cmplx& vnl_rnpoly_solve_cmplx::operator-= ( vnl_rnpoly_solve_cmplx const &  Y) [inline]

Definition at line 37 of file vnl_rnpoly_solve.cxx.

vnl_rnpoly_solve_cmplx vnl_rnpoly_solve_cmplx::operator/ ( vnl_rnpoly_solve_cmplx const &  Y) const [inline]

Definition at line 41 of file vnl_rnpoly_solve.cxx.

vnl_rnpoly_solve_cmplx& vnl_rnpoly_solve_cmplx::operator/= ( vnl_rnpoly_solve_cmplx const &  Y) [inline]

Definition at line 49 of file vnl_rnpoly_solve.cxx.


Member Data Documentation

Definition at line 26 of file vnl_rnpoly_solve.cxx.

Definition at line 25 of file vnl_rnpoly_solve.cxx.


The documentation for this class was generated from the following file: