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(x) of x $p = Interpolation\LagrangePolynomial::interpolate($points); // input as a set of points $p = Interpolation\LagrangePolynomial::interpolate($f⟮x⟯, $start, $end, $n); // input as a callback function $p(0) // 1 $p(3) // 16 // Nevilles Method // More accurate...
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►edgeInterpolation ►edgeInterpolationScheme ►edgeIntersections EdgeMap ►edgeMesh ►edgeNormalFixedValueFaPatchVectorField ►edgeStats ►edgeSurface ►edgeTopoDistanceData ►edgeVertex ►egrMixture ►EigenMatrix ►elasticityMotionSolver ►electrostaticPotential ►emptyFaePatchField ►emptyFa...
linearUpwindNormal interpolation scheme class derived from upwind and returns upwind weighting factors and also applies a gradient-based explicit correction. The magnitude of the correcting gradient is equal to 1 More...Inheritance diagram for linearUpwindNormal< Type >:...
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