Computational Geometry Questions
The Polygon Tiling problem in Computational Geometry refers to the task of partitioning a given polygon into a set of smaller polygons, called tiles, such that the tiles cover the entire area of the original polygon without overlapping or leaving any gaps. The goal is to find an optimal tiling solution that minimizes the number of tiles used or satisfies certain constraints, such as using only specific types of tiles or achieving a desired aesthetic pattern.