I recently asked this question about how to cut down a concave polygon to convex ones, and I was suggested to do Triangulation or Polygon Partitioning.
I Would like to check if a set of N points describe a convex polygon or not I was wondering if there is a good algorithm for that ?
It's difficult to tell what is being asked here. This question is ambiguous, vague, incomplete, overly broad, or rhetorical andcannot be reasonably answered in its current form. For help clari
I am searching for an algorithm to find a convex polygon to contain all the random points using Cuda. Is there anyone know a very efficient algorithm th开发者_开发百科at I can adapt?If you (or future
Related to: Polygon Decomposition - Removing Concave Points to Form Convex Polygons I am looking for an algorithm to do the following:
An O(n) algorithm to detect if a line intersects a convex polygon consists in checking if any edge of the polygon开发者_运维问答 intersects the line, and look if the number of intersections is odd or
Given a convex polygon, I am trying to grow its shape (as in \"maximal area\") while preserving its diameter. The diameter is defined as the length of the longest segment that can be placed within the
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