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XYZPolynomialC::XYZPolynomialC(void) XYZPolynomialC::XYZPolynomialC(SizeT,SizeT) XYZPolynomialC::XYZPolynomialC(const PolynomialC &,const PolynomialC &,const PolynomialC &) XYZPolynomialC::XYZPolynomialC(const XYZPolynomialC &) XYZPolynomialC::XYZPolynomialC(const RealRGBImageC &,SizeT) XYZPolynomialC::XYZPolynomialC(const RealRGBImageC &,const ByteImageC &,SizeT) XYZPolynomialC::XYZPolynomial(void) XYZPolynomialC::XYZPolynomial(void) const XYZPolynomialC::PolynomialX(void) XYZPolynomialC::PolynomialX(void) const XYZPolynomialC::PolynomialY(void) XYZPolynomialC::PolynomialY(void) const XYZPolynomialC::PolynomialZ(void) XYZPolynomialC::PolynomialZ(void) const XYZPolynomialC::~XYZPolynomialC(void) XYZPolynomialC::VarsNumber(void) const XYZPolynomialC::Order(void) const XYZPolynomialC::Copy(void) const XYZPolynomialC::Set(const XYZPolynomialC &) XYZPolynomialC::operator=(const XYZPolynomialC &) XYZPolynomialC::operator[](IndexT) const XYZPolynomialC::operator/=(const Point3dC &)

XYZPolynomialC
3 Algebraic polynomial
include	"amma/XYZPolyn.hh"
User Level:	Default
Library:	MagN
Example:	exMat2d.cc
Section:	Geometry.N-D Geometry.3-D Basic Types.Numerical
In Scope:	std

Variables:

XYZPolynomialC()

Empty polynomials.

XYZPolynomialC(SizeT var,SizeT ord)

Creates 3 polynomials of 'var' variables of the 'ord' order.

XYZPolynomialC(const PolynomialC & x,const PolynomialC & y,const PolynomialC & z)

Creates polynomials from three polynomials of the same order with the same number of variables.

XYZPolynomialC(const XYZPolynomialC & pol)

Returns another handle of the polynomial 'pol'.

XYZPolynomialC(const RealRGBImageC & image,SizeT ord)

Computes the algebraic polynomial of the order 'ord' which is a least square fit of the image function. The coordinates are relative in the range <-1,1> x <-1,1>.

XYZPolynomialC(const RealRGBImageC & image,const ByteImageC & mask,SizeT ord)

Computes the algebraic polynomial of the order 'ord' which is a least square fit of the image function. The coordinates are relative in the range <-1,1> x <-1,1>. The pixels with value BLACK in the image 'mask' are ignored during processing.

XYZPolynomialC & XYZPolynomial()

Access to the polynomials.

const XYZPolynomialC & XYZPolynomial() const

Access to the constant polynomials.

PolynomialC & PolynomialX()

Access to the 1. polynomial.

const PolynomialC & PolynomialX() const

Access to the 1. constant polynomial.

PolynomialC & PolynomialY()

Access to the 1. polynomial.

const PolynomialC & PolynomialY() const

Access to the 1. constant polynomial.

PolynomialC & PolynomialZ()

Access to the 1. polynomial.

const PolynomialC & PolynomialZ() const

Access to the 1. constant polynomial.

~XYZPolynomialC()

Destructor.

SizeT VarsNumber() const

Returns the number of variables.

SizeT Order() const

Return the order of polynomials.

XYZPolynomialC Copy() const

Creates a new physical copy of polynomials.

XYZPolynomialC & Set(const XYZPolynomialC & pol)

Sets the coeficients of polynomials according to the polynomials 'pol'.

const XYZPolynomialC & operator=(const XYZPolynomialC & pol)

Assigns 'pol' into the current polynomials (a big object).

Point3dC operator[](IndexT i) const

Returns the i-th coeficients.

const XYZPolynomialC & operator/=(const Point3dC & v)

Divides coefficients of each polynomial separately by values 'v'.