DeriveInterpolationPolynomial

MLModule

author	Tim Kroeger
package	FMEwork/Release
dll	MLStochasticCollocation
definition	MLStochasticCollocation.def
see also	TensorInterpolationPolynomial, SmolyakInterpolationPolynomial, EvaluateInterpolationPolynomial, HistogramInterpolationPolynomial, ScalePointInterpolationPolynomial, IntegrationInterpolationPolynomial, SimplifyInterpolationPolynomial, MultiplyInterpolationPolynomial, IntegrateBoxInterpolationPolynomial, CovarianceMatrixInterpolationPolynomial, PartiallyEvaluateInterpolationPolynomial, Histogram3DInterpolationPolynomial, HistogramSphereInterpolationPolynomial, AddInterpolationPolynomial, SlightlySimplifyInterpolationPolynomial, TranslateInterpolationPolynomial, ImageListInterpolationPolynomial, GraphInterpolationPolynomial, InterpolatePolynomialToLinearFunction, FactorZeroInterpolationPolynomial
keywords	interpolation, polynomial, multivariate, derive, derivative

Purpose

The module DeriveInterpolationPolynomial computes a partial derivative (of arbitrary order) of a multidimensional, scalar interpolation polynomial.

Windows

Default Panel

Input Fields

inputPolynomial

name: inputPolynomial, type: MLBase

Output Fields

outputPolynomial

name: outputPolynomial, type: MLBase

Parameter Fields

Visible Fields

List of Variables

name: variableList, type: String

Sets a comma-separated list of variable numbers with respect to which the polynomial has to be derived.

The numbering starts with 0. E.g. entering 0,2,2 means the derivative d₀ d₂ d₂ p where p is the polynomial. The order of the indices should not matter (due to Schwarz’s theorem). Consistently, if the field is left empty, the polynomial will be left unchanged.

Auto apply

name: autoApply, type: Bool, default: FALSE

If checked, the module computes anew on any parameter or input change.

Apply

name: apply, type: Trigger

If pressed, the module computes anew.