Special.GegenbauerCSequenceWithDerivative Method

Definition

Namespace: Numerics.NET
Assembly: Numerics.NET (in Numerics.NET.dll) Version: 9.1.5

Overload List

GegenbauerCSequenceWithDerivative(Double, Double, Span<Double>, Span<Double>)	Evaluates a sequence of Gegenbauer polynomials of increasing degree and their first derivatives, returning the results in the specified spans.
GegenbauerCSequenceWithDerivative(Int32, Double, Double, Span<Double>, Span<Double>)	Evaluates a sequence of Gegenbauer polynomials of increasing degree starting at the specified degree and their first derivatives, returning the results in the specified spans.

GegenbauerCSequenceWithDerivative(Double, Double, Span<Double>, Span<Double>)

Evaluates a sequence of Gegenbauer polynomials of increasing degree and their first derivatives, returning the results in the specified spans.

public static void GegenbauerCSequenceWithDerivative(
	double alpha,
	double x,
	Span<double> values,
	Span<double> derivatives
)

Visual Basic

Public Shared Sub GegenbauerCSequenceWithDerivative ( 
	alpha As Double,
	x As Double,
	values As Span(Of Double),
	derivatives As Span(Of Double)
)

C++/CLI

public:
static void GegenbauerCSequenceWithDerivative(
	double alpha, 
	double x, 
	Span<double> values, 
	Span<double> derivatives
)

static member GegenbauerCSequenceWithDerivative : 
        alpha : float * 
        x : float * 
        values : Span<float> * 
        derivatives : Span<float> -> unit

Parameters

alpha Double: The parameter of the Gegenbauer polynomials.
x Double: A real number.
values Span<Double>: The span that is to hold the polynomial values.
derivatives Span<Double>: The span that is to hold the derivative values.

Exceptions

ArgumentException

values and derivatives must have the same length.

GegenbauerCSequenceWithDerivative(Int32, Double, Double, Span<Double>, Span<Double>)

Evaluates a sequence of Gegenbauer polynomials of increasing degree starting at the specified degree and their first derivatives, returning the results in the specified spans.

public static void GegenbauerCSequenceWithDerivative(
	int startDegree,
	double alpha,
	double x,
	Span<double> values,
	Span<double> derivatives
)

Visual Basic

Public Shared Sub GegenbauerCSequenceWithDerivative ( 
	startDegree As Integer,
	alpha As Double,
	x As Double,
	values As Span(Of Double),
	derivatives As Span(Of Double)
)

C++/CLI

public:
static void GegenbauerCSequenceWithDerivative(
	int startDegree, 
	double alpha, 
	double x, 
	Span<double> values, 
	Span<double> derivatives
)

static member GegenbauerCSequenceWithDerivative : 
        startDegree : int * 
        alpha : float * 
        x : float * 
        values : Span<float> * 
        derivatives : Span<float> -> unit

Parameters

startDegree Int32: An integer that specifies the first degree in the sequence.
alpha Double: The parameter of the Gegenbauer polynomials.
x Double: A real number.
values Span<Double>: The span that is to hold the polynomial values.
derivatives Span<Double>: The span that is to hold the derivative values.

Exceptions

ArgumentOutOfRangeException	startDegree is less than zero.
ArgumentException	values and derivatives must have the same length.

Special.GegenbauerCSequenceWithDerivative Method

Definition

Overload List

GegenbauerCSequenceWithDerivative(Double, Double, Span<Double>, Span<Double>)

Parameters

Exceptions

GegenbauerCSequenceWithDerivative(Int32, Double, Double, Span<Double>, Span<Double>)

Parameters

Exceptions

See Also

Reference