- bp_948.png (22.59 KiB) Viewed 530 times
Laurent Buse , Andre Galligo, Jiajun Zhanga
Ecole Polytechnique de l’Universit ́e de Nice Sophia Antipolis
We propose new algebraic methods for extracting cylinders and cones from minimal point sets, including oriented
points. More precisely, we are interested in computing efficiently cylinders through a set of three points, one of them
being oriented, or through a set of five simple points. We are also interested in computing efficiently cones through a set
of two oriented points, through a set of four points, one of them being oriented, or through a set of six points. For these
different interpolation problems, we give optimal bounds on the number of solutions. Moreover, we describe algebraic
methods targeted to solve these problems efficiently.
This is the first method prototype
aprox_cone_v2.py- (9.49 KiB) Downloaded 20 times