ChebyshevSeries<T>.GetInterpolatingPolynomial Method

Calculates the Chebyshev interpolating polynomial of the specified degree over the given interval for the specified function.

Definition

Namespace: Numerics.NET.Curves.Generic
Assembly: Numerics.NET.Generic (in Numerics.NET.Generic.dll) Version: 9.0.3

public static ChebyshevSeries<T> GetInterpolatingPolynomial(
	Func<T, T> function,
	T lowerBound,
	T upperBound,
	int degree
)

Visual Basic

Public Shared Function GetInterpolatingPolynomial ( 
	function As Func(Of T, T),
	lowerBound As T,
	upperBound As T,
	degree As Integer
) As ChebyshevSeries(Of T)

C++/CLI

public:
static ChebyshevSeries<T>^ GetInterpolatingPolynomial(
	Func<T, T>^ function, 
	T lowerBound, 
	T upperBound, 
	int degree
)

static member GetInterpolatingPolynomial : 
        function : Func<'T, 'T> * 
        lowerBound : 'T * 
        upperBound : 'T * 
        degree : int -> ChebyshevSeries<'T>

Parameters

function Func<T, T>: A delegate that represents a function of one variable that specifies the function to interpolate.
lowerBound T: The lower bound of the interval.
upperBound T: The upper bound of the interval.
degree Int32: The desired degree of the interpolating polynomial.

Return Value

ChebyshevSeries<T>
A ChebyshevSeries object.

Remarks

The interpolating polynomial through the Chebyshev

Exceptions

ArgumentException	The interval has zero length.
ArgumentNullException	function is null.
ArgumentOutOfRangeException	degree is less than zero.