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15
108
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I need to proof something

Published on
#contest-math #tiling
1k
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The ways of covering a $4\times 4$ square by $1\times 2$ colored dominoes

Published on
#combinatorics #discrete-mathematics #tiling
382
Views

Is there any way to combine two or more Penrose tilings to get a periodic Moiré pattern?

Published on
#linear-algebra #geometry #tiling
164
Views

Are all polyominoes with even sides tileable by dominoes?

Published on
#tiling #polyomino
830
Views

Can the computer be able to design a non-periodic tiling?

Published on
#geometry #computability #tiling
803
Views

Perfectly Repeating Square Grid on a Hexagonal Tile Base

Published on
#geometry #square-numbers #tiling
1.2k
Views

Combinatorics Problem - Tiling to cover length $n$

Published on
#combinatorics #generating-functions #tiling
1.3k
Views

Rolling icosahedron Hamiltonian path

Published on
#group-theory #graph-theory #recreational-mathematics #polyhedra #tiling
72
Views

Determine the tiles intercepted by a given function in an irregular tessellation

Published on
#geometry #algorithms #computational-geometry #tiling #tessellations
407
Views

Tiling a board with domino pieces

Published on
#reference-request #tiling
57
Views

Bounds on $d$ for tiling $\mathbb{Z}^d$ with subset of $\mathbb{Z}^n$?

Published on
#combinatorics #combinatorial-geometry #ramsey-theory #extremal-combinatorics #tiling
634
Views

A conjecture about the connection between a Penrose tiling and the Fibonacci word fractal

Published on
#sequences-and-series #geometry #fibonacci-numbers #fractals #tiling
506
Views

Rosenfeld's $7 \times 7$ square puzzle

Published on
#combinatorics #discrete-mathematics #puzzle #discrete-geometry #tiling
741
Views

How does one generalize the dual of a tiling by regular polygons to other tilings?

Published on
#duality-theorems #tiling #tessellations
891
Views

What's wrong with this Penrose pattern?

Published on
#tiling #crystallography

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