Computational Geometry Questions
The Polygon Decomposition problem in Computational Geometry refers to the task of dividing a given polygon into a set of non-overlapping smaller polygons, such that the union of these smaller polygons is equal to the original polygon. The decomposition should be done in a way that minimizes the number of smaller polygons used. This problem is often encountered in various applications, such as computer graphics, where it is necessary to break down complex shapes into simpler components for further analysis or rendering.