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Computational Geometry is the study of geometric problems from a computational perspective. Examples of problems include: computation of geometric objects such as convex hulls, dimensionality reduction, shortest path problems in metric spaces, or finding a small subset of points that approximates some measure of the whole set (i.e. a coreset).
15
votes
1
answer
806
views
Is the lower bound proof in this paper correct?
In this paper on "Circle Packing for Origami Design Is Hard" by Erik D. Demaine, Sandor P. Fekete, Robert J. Lang, on page 15, figure 13, they claim that the side length of the smallest square that en …
10
votes
1
answer
252
views
Places where the order of points along a simple polygon passing through them is useful
We know that finding the convex hull of $n$ points on a plane has a lower bound of $\Omega(n\log n)$ on its running time. However, if the points are given in the order in which they occur along some s …
2
votes
Paths in a weighted line arrangement
If there is a legal motion, must there
be a legal motion where the moving
line passes over each point exactly
once?
I think the answer is No.
Consider the following points (co-ordinates wr …
15
votes
1
answer
540
views
Drawing graphs with few "sharp" vertices?
For a planar embedding of a planar graph on a plane with straight edges, define a vertex as a sharp vertex if the maximum angle between two consecutive edges around it is more than 180. Or in other wo …
28
votes
17
answers
3k
views
Examples where insight from geometry was useful for solving something completely non-geometric
One of the nice things about having evolved in a universe with three spatial dimensions is that we have developed problem solving skills pertaining to objects in space. Thus, for example, we can think …