Geometric approaches to nonplanar quadric surface intersection curves
ACM Transactions on Graphics (TOG)
Computer Aided Geometric Design
Cyclides in computer aided geometric design
Computer Aided Geometric Design
A new intersection algorithm for cyclides and swept surfaces using circle decomposition
Computer Aided Geometric Design
Surface-to-Surface Intersections
IEEE Computer Graphics and Applications - Special issue on computer-aided geometric design
Graphical Models and Image Processing
Cyclides in computer aided geometric design II
Computer Aided Geometric Design
A new approach to the surface intersection problem
Computer Aided Geometric Design
Torus/Sphere intersection based on a configuration space approach
Graphical Models and Image Processing
An algebraic condition for the separation of two ellipsoids
Computer Aided Geometric Design
Near-optimal parameterization of the intersection of quadrics: I. The generic algorithm
Journal of Symbolic Computation
Using signature sequences to classify intersection curves of two quadrics
Computer Aided Geometric Design
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We study the topological classification of all non-degenerate intersection curves of two arbitrary ring tori. Firstly, all topologically different types of such curves are enumerated. Secondly, an algebraic method is presented for determining the topological type of the non-degenerate intersection curve of two given ring tori. The method works by analyzing the real roots of two univariate quartic polynomials constructed from the two tori.