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Minimum number of integer-sided squares needed to tile an $m$ by $n$ rectangle.

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#combinatorics #number-theory #packing-problem #tiling #extremal-combinatorics
1.2k
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What is the least dense rigid congruent sphere packing?

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#packing-problem
3k
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If two non-overlapping squares inside a unit square have side lengths $a$ and $b$, prove that $a+b \le 1$.

Published on
#euclidean-geometry #packing-problem
82
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Sphere-Packing for Cubeoctahedra

Published on
#geometry #packing-problem
180
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Optimal packing of number sets with limited overlap

Published on
#combinatorics #packing-problem
650
Views

Dividing a range into major and minor divisions

Published on
#numerical-methods #packing-problem
449
Views

Closest Packing of Spherical Caps

Published on
#geometry #vector-spaces #recreational-mathematics #packing-problem
233
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Five squares in a box.

Published on
#reference-request #euclidean-geometry #packing-problem
1.1k
Views

Radius of circle coverage of n circles in square packing configuration

Published on
#computational-geometry #packing-problem
77
Views

continuously distributed diameters for maximally random jammed spheres on a two dimensional plane

Published on
#geometry #packing-problem
450
Views

What is the minimum of squares to fit within rectangular box 10 x 16?

Published on
#packing-problem
217
Views

Smallest Circle that encircles $4$ circles

Published on
#circles #packing-problem
508
Views

Packing three squares into an equilateral triangle

Published on
#triangles #packing-problem
875
Views

Maximum angle of separation between $n$ vectors in $m$ dimensions

Published on
#euclidean-geometry #symmetric-groups #packing-problem
103
Views

optimal swarm plot packing

Published on
#combinatorics #optimization #visualization #packing-problem

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