Constructions of interpolation curves from given supporting elements. II
Josef Matušů, Josef Novák (1986)
Aplikace matematiky
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This paper deals with the constructions of interpolation curves which pass through given supporting points (nodes) and touch supporting tangent vectors given at only some of these points or, as the case may be, at all these points. The mathematical kernel of these constructions is based on the Lienhard's interpolation method. Formulae for the curvature of plane and space interpolation curves are derived.