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In applied mathematics, an Akima spline is a type of non-smoothing spline that gives good fits to curves where the second derivative is rapidly varying. The Akima spline was published by Hiroshi Akima in 1970 from Akima's pursuit of a cubic spline curve that would appear more natural and smooth, akin to an intuitively hand-drawn curve. The Akima spline has become the algorithm of choice for several computer graphics applications. Its advantage over the cubic spline curve is its stability with respect to outliers.
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