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Spline interpolation is a mathematical technique used to create a continuous curve or surface from a set of discrete data points. This technique is commonly employed in various fields such as computer-aided design (CAD), engineering, and computer graphics to create smooth and accurate representations of complex shapes.
The process of spline interpolation involves determining the coefficients of a set of polynomials that pass
Spline interpolation can be used for both curve and surface interpolation. In curve interpolation, the algorithm
Spline interpolation has several advantages over other interpolation techniques, including its ability to produce smooth curves
In addition to its practical applications, spline interpolation has also been widely studied in the field of