GeneralCurve<T> Constructor

Definition

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

Overload List

GeneralCurve<T>(Func<T, T>) Constructs a new GeneralCurve from a function of one variable delegate.
GeneralCurve<T>(Func<T, T>, Func<T, T>) Constructs a new GeneralCurve from a function of one variable delegate with the specified derivative.
GeneralCurve<T>(Func<T, T>, Func<T, T>, Func<T, T>) Constructs a new GeneralCurve from a function of one variable delegate with the specified derivative.

GeneralCurve<T>(Func<T, T>)

Constructs a new GeneralCurve from a function of one variable delegate.
C#
public GeneralCurve(
	Func<T, T> valueFunction
)

Parameters

valueFunction  Func<T, T>
A delegate that represents a function of one variable delegate that calculates the value of the function.

GeneralCurve<T>(Func<T, T>, Func<T, T>)

Constructs a new GeneralCurve from a function of one variable delegate with the specified derivative.
C#
public GeneralCurve(
	Func<T, T> valueFunction,
	Func<T, T> derivativeFunction
)

Parameters

valueFunction  Func<T, T>
A delegate that represents a function of one variable delegate that calculates the value of the function.
derivativeFunction  Func<T, T>
A delegate that represents a function of one variable delegate that calculates the derivative of the function.

GeneralCurve<T>(Func<T, T>, Func<T, T>, Func<T, T>)

Constructs a new GeneralCurve from a function of one variable delegate with the specified derivative.
C#
public GeneralCurve(
	Func<T, T> valueFunction,
	Func<T, T> derivativeFunction,
	Func<T, T> integralFunction
)

Parameters

valueFunction  Func<T, T>
A delegate that represents a function of one variable delegate that calculates the value of the function.
derivativeFunction  Func<T, T>
A delegate that represents a function of one variable delegate that calculates the derivative of the function.
integralFunction  Func<T, T>
A delegate that represents a function of one variable delegate that calculates the integral of the function.

See Also