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15
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What are functions on tuples called for which $f(a,b)=f(f(a),f(b))$?

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#abstract-algebra #functional-equations #tiling
262
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Are there polyominoes that tile L-shapes and not rectangles? (Except L-shapes)

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#tiling #polyomino
158
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What is the difference between an $m$-archimedean and a $k$-uniform/isogonal tiling?

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#geometry #tiling
163
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Tiling Matrix Question

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#linear-algebra #matrices #diagonalization #tiling
366
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Domino tilings in a specific figure, math olympiad problem

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#combinatorics #contest-math #tiling
225
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is it possible to divide $9\times 11$ rectangle into one $1\times 3$ rectangle and N tetrominoes?

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#combinatorics #discrete-mathematics #contest-math #tiling
246
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Tiling a N×M rectangle with 1×1, 1x2 and 2×1 tiles

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#combinatorics #geometry #recurrence-relations #tiling
103
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Tiling a $2\times 6$ grid

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#sequences-and-series #combinatorics #recurrence-relations #tiling
316
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recurrence initial conditions

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#combinatorics #permutations #recurrence-relations #recursion #tiling
149
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How to skew-stack tetrahedral-octahedral honeycombs?

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#geometry #euclidean-geometry #tiling #music-theory
201
Views

Penrose tiling may have reflection symmetry.

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#geometry #tiling
180
Views

Number of ways to packing $2 \times 1$ dominos into a $3 \times 6$ grid

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#combinatorics #tiling
49
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dominoes in $4\times4$ square grid

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#combinatorics #tiling #polyomino
128
Views

Combinatorial interpretation for sum of powers (specially power=$3$) of Fibonacci numbers

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#combinatorics #summation #closed-form #fibonacci-numbers #tiling
110
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Placing $t$ horizontal dominoes in a $2 \times n$ table with some restrictions

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#combinatorics #recurrence-relations #tiling

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