TMatrix.eigenpolyroots Method

public static bool eigenpolyroots(
	double[] c,
	int n,
	out double[] wr,
	out double[] wi
)

Public Shared Function eigenpolyroots ( 
	c As Double(),
	n As Integer,
	<OutAttribute> ByRef wr As Double(),
	<OutAttribute> ByRef wi As Double()
) As Boolean

public:
static bool eigenpolyroots(
	array<double>^ c, 
	int n, 
	[OutAttribute] array<double>^% wr, 
	[OutAttribute] array<double>^% wi
)

static member eigenpolyroots : 
        c : float[] * 
        n : int * 
        wr : float[] byref * 
        wi : float[] byref -> bool 

Parameters

c  Double[]

Array of polynomial coefficients. Numbering of elements from 0 to N. C[I] - coefficient at X^I.>

n  Int32

Polynomial degree. N>=1.

wr  Double[]

Array of real parts of polynomial roots. Numbering of elements from 1 to N.

wi  Double[]

An array of imaginary parts of the roots of a polynomial. The numbering of elements is from 1 to N. At the same time, complex-conjugate roots follow one another.

Return Value

Reference