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Nonperiodic Hermite-spline-interpolation

open access: yes, 2017
Summary: Nonperiodic Hermite-spline interpolants on an equidistant lattice \(\mathbb{L}:=\{0,1,\dots,N\}\) are represented in the form of vectorial Bézier polynomials. New explicit formulas of the vectorial Bézier coefficients for Hermite-splines of degree \(m\) \((2\leq m\leq 5)\) and defect \(r\) \((2\leq r\leq m)\) are given.
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