Computational Geometry Questions
The Polygon Partitioning problem in Computational Geometry refers to the task of dividing a given polygon into non-overlapping sub-polygons or regions. The goal is to find a partition that satisfies certain criteria or constraints, such as minimizing the number of sub-polygons, maximizing the area of each sub-polygon, or ensuring that each sub-polygon has a specific shape or size. This problem has various applications in areas such as computer graphics, image processing, and geographical information systems.