The students aquire key abilities in dealing with problems in the wide area of applied geometry. They know basic methods of algorithmic geometry and are able to implement and apply these methods. The students have in-depth knowledge of free form curves and surfaces, and they are able to solve simple geometric optimization problems.
Interpolation and approximation of discrete point data; Freeform curves and surfaces; Bezier curves; B-spline curves; rational Beziercurves; tensor product surfaces; curve fitting; triangulations; Voronoi diagram and Delaunay triangulation; convex hull
Kreuzerlübung: Für jede Einheit sollen Beispiele vorbereitet und in der Übung präsentiert werden. Die Beispiele stehen jeweils eine Woche vor der Übungseinheit zur Verfügung.
