Polynoms::PolyCoeff Function

Polynoms Namespace

Overload List

#SignatureDescription
1void PolyCoeff(TVec *Roots, TVec *Coeff);Converts polynomial roots to coefficients.
2void PolyCoeff(TMtx *Mtx, TVec *Coeff);Returns coefficients of the characteristic polynomial.

Overload 1: void PolyCoeff(TVec *Roots, TVec *Coeff);

Converts polynomial roots to coefficients.

#NameTypeDescription
1RootsTVec *
2CoeffTVec *
Remarks:

The PolyCoeff procedure converts polynomial roots to coefficients. The following scheme is used to construct a coefficients from the roots:

P(x) = coeff[0] x^n + coeff[1] x^(n-1) + ... + coeff[n] = (x - roots[0]) ... (x - roots[n-1])

n .. order of the polynomial

The length and complex property of the Coeff object are set automatically. The inverse to this routine is Polynoms::PolyRoots

Declared in Dew::Math::Units::Polynoms · Dew.Math/Units.Polynoms.h · Cross-compiler

Overload 2: void PolyCoeff(TMtx *Mtx, TVec *Coeff);

Returns coefficients of the characteristic polynomial.

#NameTypeDescription
1MtxTMtx *
2CoeffTVec *
Remarks:

Returns coefficients of the characteristic polynomial: det( Mtx - Lambda * I ).

See Also: Polynoms::PolyRoots
Declared in Dew::Math::Units::Polynoms · Dew.Math/Units.Polynoms.h · Cross-compiler