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On Circular Cylinders by Four or Five Points in Space (2001)  (Make Corrections)  (1 citation)
Olivier Devillers, Bernard Mourrain, Franco P. Preparata, et al.
INRIA



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Abstract: We are interested in computing effectively cylinders through 5 points, and in other problems involved in metrology. In particular, we consider the cylinders through 4 points with a fix radius and with extremal radius. For these different problems, we give bounds on the number of solutions and exemples show that these bounds are optimal. Finally, we describe two algebraic methods which can be used here to solve efficiently these problems and some experimentation results. (Update)

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BibTeX entry:   (Update)

O. Devillers, B. Mourrain, F. Preparata, and Ph. Trebuchet. On circular cylinders by four or five points in space. Rapport de Recherche 4195, INRIA, 2001. 11 http://citeseer.ist.psu.edu/article/devillers01circular.html   More

@techreport{ devillers01circular,
  author = "O. Devillers and B. Mourrain and F. Preparata and P. Trebuchet",
  title = "On circular cylinders by four or five points in space",
  number = "4195",
  institution = "INRIA",
  year = "2001",
  url = "citeseer.ist.psu.edu/article/devillers01circular.html" }
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