* Function for generating second order finite-difference matrix, which is used for penalizing the * (approximate) second derivative in control point c

Get vector of y-values

:return List with the basis degrees of the BSpline

:return List of the coefficients of the BSpline

Get the matrix with the control points of the BSpline. :return Matrix (as a list of lists) with getNumVariables+1 columns and len(get

:return List of knot vectors (of possibly differing lengths)

* Finds index i such that knots.at(i) <= x < knots.at(i+1). * Returns false if x is outside support. */

Return indices of supporting basis functions at x

Insert knots and compute knot insertion matrix (to update control points)

Insert knot at 'val' to knot vector for variable 'dim'. The knot is inserted until a knot multiplicity of 'multiplicity' is obtained.

* Automatic construction of (p+1)-regular knot vector * using moving average. * * Requirement: * Knot vector should be of size n+p+1. * End knots are

* Comparison operators (!=) */

DataTable constructor */