Treffer: Fractional Order C¹ Cubic spline.

In the field of computer graphics, spline curves and surfaces are playing a vital role. In fact it is known as standard tool for computer graphics. Due to this very reason, lots of work has been done in this field and still going on. This research adopted a novel technique called Caputo fractional derivatives to find all unknowns that appear in spline cubic polynomial. This new method of finding unknowns could be an important technique in the areas where one does not need a curve to be C². Fractional derivative technique can further be applied on other kind of spline curves. Our technique provides an alternate approach to develop piecewise cubic spline polynomials. These polynomials are C¹ continuous in nature. [ABSTRACT FROM AUTHOR]

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