Computational Geometry Questions Medium
In Computational Geometry, there are several types of geometric intersection problems that are commonly encountered. Some of the main types include:
1. Point-line intersection: This problem involves determining whether a given point intersects with a given line segment or line.
2. Line-line intersection: This problem focuses on finding the intersection point(s) between two given lines or line segments.
3. Circle-circle intersection: Here, the goal is to find the intersection points between two given circles.
4. Circle-line intersection: This problem involves determining whether a given circle intersects with a given line segment or line, and if so, finding the intersection point(s).
5. Polygon-polygon intersection: This problem deals with finding the intersection area or boundary between two given polygons.
6. Polygon-line intersection: Here, the objective is to determine whether a given polygon intersects with a given line segment or line, and if so, finding the intersection point(s) or line segment(s).
7. Ray-curve intersection: This problem focuses on finding the intersection point(s) between a given ray (half-line) and a given curve, such as a Bézier curve or a spline.
8. Surface-surface intersection: In 3D computational geometry, this problem involves finding the intersection curve or area between two given surfaces.
These are just a few examples of the different types of geometric intersection problems in Computational Geometry. Each problem type may have its own algorithms and techniques for efficient computation and solution.