ScalePointInterpolationPolynomial
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MLModule
| author |
Tim Kroeger |
| package |
FMEwork/Release |
| dll |
MLStochasticCollocation |
| definition |
MLStochasticCollocation.def |
| see also |
TensorInterpolationPolynomial, SmolyakInterpolationPolynomial, EvaluateInterpolationPolynomial, DeriveInterpolationPolynomial, HistogramInterpolationPolynomial, IntegrationInterpolationPolynomial, SimplifyInterpolationPolynomial, MultiplyInterpolationPolynomial, IntegrateBoxInterpolationPolynomial, CovarianceMatrixInterpolationPolynomial, PartiallyEvaluateInterpolationPolynomial, Histogram3DInterpolationPolynomial, HistogramSphereInterpolationPolynomial, AddInterpolationPolynomial, SlightlySimplifyInterpolationPolynomial, TranslateInterpolationPolynomial, ImageListInterpolationPolynomial, GraphInterpolationPolynomial, InterpolatePolynomialToLinearFunction, FactorZeroInterpolationPolynomial |
| keywords |
interpolation, polynomial, multivariate, scale, point, bounding, box, evaluate |
Purpose
The module ScalePointInterpolationPolynomial is a utility that simplifies evaluation of a multidimensional, scalar interpolation polynomial.
Use the EvaluateInterpolationPolynomial module in the case where you want to specify the evaluation point relative to the bounding box of the polynomial (or of a different polynomial).
Windows
Default Panel
Parameter Fields
Visible Fields
Unscaled Point
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name: unscaledPoint, type: String
Sets the unscaled point(s).
Separate components with comma. For each component, -1 means the lower boundary of the bounding box, 1 means the upper boundary, and 0 means the midpoint. Of course, you can use any real numbers.
Bounding Box
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name: boundingBox, type: String
Sets the bounding box according to which the point shall be scaled.
Separate lower and upper boundaries with comma; separate components with semicolon.
Scaled Point
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name: scaledPoint, type: String, persistent: no
Shows the scaled point.
The scaled point will always have the same dimension as the unscaled point; if the bounding box has not enough components, the remaining components of the unscaled point are just copied (i.e. not scaled).