List questions from discrete-geometry

Published on 14 Sep 2011 - 3:01

926

Views

Is there a polynomial-time algorithm returning a vertex of the feasible region?

Published on 25 Sep 2011 - 13:34

421

Views

Find center of circle of radius $r$ that overlaps exactly $\lfloor \pi r^2 \rceil$ points of the integer grid

Published on 30 Sep 2011 - 14:50

389

Views

Number of point subsets that can be covered by a disk

Published on 24 Oct 2011 - 19:08

158

Views

What is the name of this property?

Published on 09 Nov 2011 - 23:22

5.5k

Views

Every polygon has an interior diagonal

Published on 19 Nov 2011 - 8:12

240

Views

crossing number question

Published on 08 Dec 2011 - 10:17

331

Views

Maximum number of points with a fixed minimum distance in a $d$-dimensional ball

Published on 14 Dec 2011 - 13:02

178

Views

Restricted Cube Packing

Published on 27 Mar 2026 - 16:53

122

Views

Polytopes-Discrete Geometry

Published on 14 Jan 2012 - 14:43

1.5k

Views

Intersection of squares/cubes/hypercubes.

Published on 30 Jan 2012 - 13:40

230

Views

Convex hull of $n$-gon and $m$-gon

Published on 03 Feb 2012 - 21:32

256

Views

Help me name or find the existing name for this geometric concept!

Published on 27 Mar 2012 - 4:30

2.1k

Views

Dividing a square into equal-area rectangles

Published on 12 Apr 2012 - 5:12

944

Views

Parallel transport in discrete differential geometry - programming a game

Published on 20 Apr 2012 - 15:59

List Question

Intersection of Disks

Is there a polynomial-time algorithm returning a vertex of the feasible region?

Find center of circle of radius $r$ that overlaps exactly $\lfloor \pi r^2 \rceil$ points of the integer grid

Number of point subsets that can be covered by a disk

What is the name of this property?

Every polygon has an interior diagonal

crossing number question

Maximum number of points with a fixed minimum distance in a $d$-dimensional ball

Restricted Cube Packing

Polytopes-Discrete Geometry

Intersection of squares/cubes/hypercubes.

Convex hull of $n$-gon and $m$-gon

Help me name or find the existing name for this geometric concept!

Dividing a square into equal-area rectangles

Parallel transport in discrete differential geometry - programming a game

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