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On Planar Cubics Through A Point at A Direction

机译:从一个方向上的一个点看平面立方体

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Cubic planar curves are used frequently to fit planar lists of points. Some authors have suggested methods to construct these curves to utilize the tangent information at the points. The heart of these methods is to find the planar cubic going through three points and the associated tangent directions. We show that the planar cubics can be found by solving a cubic equation. The result is combined with a previous scheme to produce a better fitting method.

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