Buse, Laurent. Residual resultant over the projective plane and the implicitization problem. In B. Mourrain, editor, Proc. Annual ACM Intern. Symp. on Symbolic and Algebraic Computation, pages 48--55, London, Ontario, 2001. New-York, ACM Press. Home/Search Document Details and Download
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Effective Computational Geometry for Curves and Surfaces: An.. - Mourrain (Correct)
....x 12 zx 6 zx 6 z 3 x 3 x x Its last term, of degree 7, is the implicit equation of the surface. Residual resultants can also be used here to get the implicit equation of a parameterized surface, even in the case of base points, as it is shown in L. Bus e s work [15]. Other methods using socalled moving surfaces have been studied in order to get the implicit equation [83, 27, 28] These techniques can also be used to compute equations of o set curves (resp. surfaces) and equidistant curves (resp. surfaces) 51] ....
L. Bus e, Residual resultant over the projective plane and the implicitization problem, proceedings ISSAC
Inversion of Parameterized Hypersurfaces by Means of.. - Buse, D'Andrea (2004) Self-citation (Laurent) (Correct)
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Buse, Laurent. Residual resultant over the projective plane and the implicitization problem. In B. Mourrain, editor, Proc. Annual ACM Intern. Symp. on Symbolic and Algebraic Computation, pages 48--55, London, Ontario, 2001. New-York, ACM Press.
Resultants-Based Methods for Geometric Modeling - Buse, Elkadi, Emiris, Mourrain (2001) Self-citation (Bus) (Correct)
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L. Buse. Residual resultant over the projective plane and the implicitization problem. proceedings ISSAC2001, pages 48-55, 2001.
A General and Efficient Approach to Implicitization - Ruatta, Trebuchet (2003) (Correct)
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L. Bus. Residual resultant over the projective plane and the implicitization probl em. proceedings ISSAC2001.
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