Lecture 8: Mesh Representations and Geometry Processing (105)
jierui-cell
It is interesting to see that a lot of the times things do not need to be perfectly proved in mathematics, but still works well in practice.
saltyminty
Is there a specific way in which we determine which edge on the vertex to flip? Or do we randomly flip in hopes that the degrees eventually "average out" (for lack of better phrasing).
It's mentioned that there's no guarantees that this works; what are the odds that this fails, ie, gets stuck in an infinite cycle of flipping edges?
It is interesting to see that a lot of the times things do not need to be perfectly proved in mathematics, but still works well in practice.
Is there a specific way in which we determine which edge on the vertex to flip? Or do we randomly flip in hopes that the degrees eventually "average out" (for lack of better phrasing).
It's mentioned that there's no guarantees that this works; what are the odds that this fails, ie, gets stuck in an infinite cycle of flipping edges?