ExponentialSpline Type

Namespace: Altaxo.Calc.Interpolation
Assembly: AltaxoCore.Redist.dll
Base Type: CurveBase
All Interfaces: IInterpolationFunction , IInterpolationCurve

Exponential Splines. 

            References:
            -----------
            (1) D.G. Schweikert, "An Interpolation Curve using a Spline in Tension"
                J. Math. Physics, 45, pp 312-317 (1966).
            (2) Dr.rer.nat. Helmuth Spaeth,
                "Spline-Algorithmen zur Konstruktion glatter Kurven und Flaechen",
                3. Auflage, R. Oldenburg Verlag, Muenchen, Wien, 1983.
            (3) A. K. Cline, Commun. of the ACM, 17, 4, pp 218-223 (Apr 1974).
            (4) This algorithm is also implemented in the Unix spline tool by
                James R. Van Zandt (jrv@mitre-bedford), 1985.

Constructors

Constructor Description

ExponentialSpline()

Full Usage: ExponentialSpline()

Instance members

Instance member Description

this.BoundaryCondition

Full Usage: this.BoundaryCondition

this.GetBoundaryConditions

Full Usage: this.GetBoundaryConditions

Parameters:
    b1 : byref<float>
    b2 : byref<float>

Returns: BoundaryConditions

b1 : byref<float>
b2 : byref<float>
Returns: BoundaryConditions

this.GetXOfU

Full Usage: this.GetXOfU

Parameters:
    u : float

Returns: float
Modifiers: abstract

u : float
Returns: float

this.GetYOfU

Full Usage: this.GetYOfU

Parameters:
    u : float

Returns: float
Modifiers: abstract

u : float
Returns: float

this.GetYOfX

Full Usage: this.GetYOfX

Parameters:
    x : float

Returns: float
Modifiers: abstract

x : float
Returns: float

this.Interpolate

Full Usage: this.Interpolate

Parameters:
Modifiers: abstract

x : IReadOnlyList<float>
y : IReadOnlyList<float>

this.SetBoundaryConditions

Full Usage: this.SetBoundaryConditions

Parameters:

bnd : BoundaryConditions
b1 : float
b2 : float

this.Smoothing

Full Usage: this.Smoothing