Cubic Spline Question #83
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gideonsimpson
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It implements basis splines (b-splines). I believe it implements "not-a-knot" boundary conditions. It doesn't do "natural" (2nd derivative = 0) conditions. I'm not entirely sure about this though and would have to comb through the Fortran source code to really be sure. |
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How do the cubic splines interpolants that this package produces compare to classical textbook cubic splines? That is to say, is the package implementing "natural" boundary conditions? "not-a-knot" boundary conditions? Something else?
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