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A construction of curvature continuous, locally convex conic splines is discussed.The elements of the spline consist of two conic arcs pieced together with second-or third-order geometric continuity.The input of these geometric Hermite elements are their endpoints plus tangents and curvatures.This allows the possibility of controlling the curves locally, Categories and Subject Descriptors: 1.
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Helmut Pottman (1991) studied this question.
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