ChebyshevBasis<T> Constructor

Definition

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

Constructs a new ChebyshevBasis of Chebyshev polynomials up to a specified degree.

ChebyshevBasis<T>(Int32)	Constructs a new ChebyshevBasis of Chebyshev polynomials up to a specified degree over the interval [-T.One, T.One].
ChebyshevBasis<T>(T, T, Int32)	Constructs a new ChebyshevBasis over a specified interval from an array of function of one variable delegates.

Constructs a new ChebyshevBasis of Chebyshev polynomials up to a specified degree over the interval [-T.One, T.One].

public ChebyshevBasis(
	int degree
)

Visual Basic

Public Sub New ( 
	degree As Integer
)

C++/CLI

public:
ChebyshevBasis(
	int degree
)

new : 
        degree : int -> ChebyshevBasis

degree Int32: The degree of the highest order Chebyshev polynomial in the function basis.

The interval [-T.One, T.One] is the interval over which the standard Chebyshev polynomials have their orthogonality properties.

Constructs a new ChebyshevBasis over a specified interval from an array of function of one variable delegates.

public ChebyshevBasis(
	T lowerBound,
	T upperBound,
	int degree
)

Visual Basic

Public Sub New ( 
	lowerBound As T,
	upperBound As T,
	degree As Integer
)

C++/CLI

public:
ChebyshevBasis(
	T lowerBound, 
	T upperBound, 
	int degree
)

new : 
        lowerBound : 'T * 
        upperBound : 'T * 
        degree : int -> ChebyshevBasis

Standard Chebyshev polynomials are defined over the interval [-T.One, T.One]. Scaled Chebyshev polynomials can be defined over an arbitrary interval.