Interpolation - Math.NET Documentation

Namespaces

Types

Methods

Create
CreateAkimaCubicSpline
CreateCubicSpline
CreateLinearSpline
CreateNaturalCubicSpline
CreateOnChebyshevFirstKindPoints
CreateOnChebyshevSecondKindPoints
CreateOnEquidistantPoints
CreatePolynomial
CreateRational
Equals
GenerateChebyshevFirstKindSamplePoints
GenerateChebyshevSecondKindSamplePoints
GetHashCode
GetType
ToString

Public instance methods

bool Equals(object obj)

Parameters
return `bool`
`object` obj

int GetHashCode()

Parameters
return `int`

Type GetType()

Parameters
return `Type`

string ToString()

Parameters
return `string`

Public static methods

IInterpolationMethod Create(IList<double> points, IList<double> values)

Parameters
return `IInterpolationMethod`
`IList<double>` points
`IList<double>` values

IInterpolationMethod CreateAkimaCubicSpline(IList<double> points, IList<double> values)

Parameters
return `IInterpolationMethod`
`IList<double>` points
`IList<double>` values

IInterpolationMethod CreateCubicSpline(IList<double> points, IList<double> values, SplineBoundaryCondition leftBoundaryCondition, double leftBoundary, SplineBoundaryCondition rightBoundaryCondition, double rightBoundary)

Parameters
return `IInterpolationMethod`
`IList<double>` points
`IList<double>` values
`SplineBoundaryCondition` leftBoundaryCondition
`double` leftBoundary
`SplineBoundaryCondition` rightBoundaryCondition
`double` rightBoundary

IInterpolationMethod CreateLinearSpline(IList<double> points, IList<double> values)

Parameters
return `IInterpolationMethod`
`IList<double>` points
`IList<double>` values

IInterpolationMethod CreateNaturalCubicSpline(IList<double> points, IList<double> values)

Parameters
return `IInterpolationMethod`
`IList<double>` points
`IList<double>` values

IInterpolationMethod CreateOnChebyshevFirstKindPoints(double leftBound, double rightBound, IList<double> values)

Parameters
return `IInterpolationMethod`
`double` leftBound
`double` rightBound
`IList<double>` values

IInterpolationMethod CreateOnChebyshevSecondKindPoints(double leftBound, double rightBound, IList<double> values)

Parameters
return `IInterpolationMethod`
`double` leftBound
`double` rightBound
`IList<double>` values

IInterpolationMethod CreateOnEquidistantPoints(double leftBound, double rightBound, IList<double> values)

Parameters
return `IInterpolationMethod`
`double` leftBound
`double` rightBound
`IList<double>` values

IInterpolationMethod CreatePolynomial(IList<double> points, IList<double> values)

Parameters
return `IInterpolationMethod`
`IList<double>` points
`IList<double>` values

IInterpolationMethod CreateRational(IList<double> points, IList<double> values)

Parameters
return `IInterpolationMethod`
`IList<double>` points
`IList<double>` values

Double[] GenerateChebyshevFirstKindSamplePoints(double a, double b, int numberOfPoints)

Generate a set of chebyshev points of the first kind in the interval [a,b]. These are the expected points t for the values v(t) to be provided in CreateOnChebyshevFirstKindPoints.

Parameters
return `Double[]`
`double` a	Left bound of the interval.
`double` b	Right bound of the interval.
`int` numberOfPoints	Number of sample nodes to generate.

Double[] GenerateChebyshevSecondKindSamplePoints(double a, double b, int numberOfPoints)

Generate a set of chebyshev points of the second kind in the interval [a,b]. These are the expected points t for the values v(t) to be provided in CreateOnChebyshevSecondKindPoints.

Parameters
return `Double[]`
`double` a	Left bound of the interval.
`double` b	Right bound of the interval.
`int` numberOfPoints	Number of sample nodes to generate.