Joseph O'Rourke's user avatar
Joseph O'Rourke's user avatar
Joseph O'Rourke's user avatar
Joseph O'Rourke
  • Member for 13 years, 11 months
  • Last seen this week
4 votes
Accepted

Convex polyhedra that can be folded from convex polygons

4 votes
Accepted

One-sided version of the curve-shortening flow

4 votes

Can a 3-regular non-1-planar graph be constructed?

4 votes

Box stacking problem

4 votes

Tricks for getting a creative idea

4 votes

Complete folds and one cut

4 votes

Applications of Generalized Geometry to Theoretical Physics

4 votes

Polygonal paths and polygons with prescribed set of vertices

4 votes

'Trapping' 3D regions with sheets of paper

4 votes

What is the probability of an empty convex $k$-gon among many given points?

4 votes

Prime factorization "demoted" leads to function whose fixed points are primes

4 votes
Accepted

Polygon of convex arcs

4 votes

Coverage of balls on random points in Euclidean space

4 votes

Fitting one Polygon in another

4 votes
Accepted

Find point covered by all given circles

3 votes

On some centers of convex regions based on partitions

3 votes

Can prolates overlap more easily than oblates?

3 votes

Is there the longest geodesic?

3 votes

Given an input point in $\mathbb{R}^n$, select (one of) the closest point(s) from a fixed large set of points given in advance

3 votes

Infinitely long rods that touch one another

3 votes
Accepted

Projection of convex set onto a convex set

3 votes

Number of regions formed by $n$ points in general position

3 votes
Accepted

Distance between two polyhedra that takes incidence structure into account

3 votes

Cone-Torus intersection in 3D

3 votes

What are examples of books which teach the practice of mathematics?

3 votes

Gaussian prime spirals

3 votes

Visual proof of convergence for Steiner's symmetrization

3 votes

The Disco Ball Problem

3 votes

Algorithm to compute the convex hull of a set of $m$ possibly intersecting convex polygons in the plane

3 votes
Accepted

Intersection of hyperspheres

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