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Upperbounding the number of regions induced by a set of unit disks

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#reference-request #discrete-geometry
148
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How many distinct area histograms I can get by partitioning a M x N rectangle?

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#combinatorics #discrete-mathematics #discrete-geometry
1k
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19 points on a hexagon

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#geometry #discrete-geometry
2k
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How to find the center of mass (not vertex average) of a convex hull?

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#discrete-geometry #polytopes
111
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Number of circuits that surround the square.

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#combinatorics #discrete-mathematics #discrete-geometry #percolation
464
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finding discrète coordinate of Intersection of two convex polygon?

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#convex-analysis #euclidean-geometry #discrete-geometry #intersection-theory
35
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What does R^d in last lines refer to

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#vector-spaces #computational-geometry #discrete-geometry
4.4k
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Why can't three unit regular triangles cover a unit square?

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#geometry #euclidean-geometry #discrete-geometry #packing-problem
410
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Cover a cicular hole with planks

Published on
#recreational-mathematics #discrete-geometry #tiling
232
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Which planar angles on an integer lattice are possible?

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#integer-lattices #discrete-geometry
630
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upper bound and a lower bound on the number of points that are uniformly distributed on a surface

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#metric-geometry #probability-distributions #discrete-geometry
932
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Convex polyhedron and its Gauß-curvature

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#geometry #differential-geometry #polyhedra #discrete-geometry
39
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Finitely many hyperplanes separating $ x,y $ in a CAT(0) cube complex

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#general-topology #geometry #discrete-geometry
52
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Intersection of a polyhedron and a ball

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#general-topology #discrete-geometry
3.7k
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What is the Weyl-Minkowski theorem?

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#polytopes #discrete-geometry

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