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15
143
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The orbits with respect to two groups from the same conjugacy class are isomorphic

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#abstract-algebra #combinatorics #group-theory #group-actions #polya-counting-theory
47
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Number of 'Unique' Ways to Mix a Color Palette?

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#abstract-algebra #combinatorics #polya-counting-theory
70
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Arranging triplets from an urn and partitioning them.

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#combinatorics #polya-urn-model #polya-counting-theory
193
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Can we use Burnside's lemma to count partitions of an integer?

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#combinatorics #group-theory #integer-partitions #polya-counting-theory
64
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Why does the ratio between total solutions and unique solutions to the n-Queens Problem converge to 8?

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#combinatorics #permutations #polya-counting-theory
127
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Number of pair of edges of a dodecahedron, up to rotational symmetry.

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#abstract-algebra #combinatorics #general-topology #polya-counting-theory
64
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Polya's enumeration theorem for edge and vertex coloring combined.

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#combinatorics #group-theory #coloring #polyhedra #polya-counting-theory
233
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Coloring the Square. Burnside's lemma.

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#combinatorics #discrete-mathematics #polya-counting-theory
92
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Redfield-Polya enumeration, but the colors don't matter

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#group-theory #graph-theory #group-actions #coloring #polya-counting-theory
200
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Counting problem about polygon triangulations

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#combinatorics #geometry #combinatorial-geometry #triangulation #polya-counting-theory
73
Views

Simple way to approach bead necklaces problem for equal number of beads

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#combinatorics #permutations #polya-counting-theory #necklace-and-bracelets
116
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Icosahedron with asymmetric coloring

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#combinatorics #graph-theory #coloring #polyhedra #polya-counting-theory
68
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Generalization of Pólya Enumeration Theorem by de Bruijn

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#combinatorics #group-theory #discrete-mathematics #equivalence-relations #polya-counting-theory
55
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In how many ways can we color the edges of a tetrahedron with black and red colors?

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#combinatorics #discrete-mathematics #permutation-cycles #polya-counting-theory
218
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Number of different colourings of nodes

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#combinatorics #discrete-mathematics #permutations #polya-counting-theory

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