Computational geometry cmu

  • What are the core problems of computational geometry?

    Numerical computational geometry
    Core problems are curve and surface modelling and representation.
    The most important instruments here are parametric curves and parametric surfaces, such as Bézier curves, spline curves and surfaces.
    An important non-parametric approach is the level-set method..

Computational geometry research has put the robust and correct computing of geometric primitives on a solid mathematical foun- dations. Linkage to Discrete 
Description How do you sort points in space? What does it even mean? This course takes the ideas of a traditional algorithms course, sorting, searching, selecting, graphs, and optimization, and extends them to problems on geometric inputs.

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