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Orientable necklaces and complements

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#combinatorics #oeis #necklace-and-bracelets
152
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Maps between combinatorial necklaces

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#combinatorics #necklace-and-bracelets
432
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Number of distinct necklaces using K colors

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#combinatorics #necklace-and-bracelets
200
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Inequality involving number of binary Lyndon words of length $n$ and $n+1$

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#sequences-and-series #combinatorics #necklace-and-bracelets
193
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Unique unclosed paths on torus grid

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#combinatorics #necklace-and-bracelets
32
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Prove continuity of a function from $S^n$ to $\Bbb R^n$

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#real-analysis #combinatorics #algebraic-topology #continuity #necklace-and-bracelets
352
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Determining when two binary strings represent the same necklace or when one binary string is periodic

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#combinatorics #algorithms #combinatorics-on-words #necklace-and-bracelets
329
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Combinatorics question - How many different ways to change sitting order

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#combinatorics #permutations #necklace-and-bracelets
970
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Find the number of ways the 3 colored balls can be placed on vertices of a polygon without same color being adjacent and considered up to symmetry

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#combinatorics #permutations #necklace-and-bracelets
33
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Prove that in a necklace consisting of $kX$ blue beads and $kY$ red beads, there exists a substring of length $X + Y$, with $X$ blue beads.

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#induction #necklace-and-bracelets
507
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Intuition Behind Necklace Formula

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#combinatorics #totient-function #necklace-and-bracelets #polya-counting-theory
1.8k
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Counting necklaces with a fixed number of each bead

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#combinatorics #permutations #necklace-and-bracelets
1.3k
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Primitive binary necklaces

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#combinatorics #group-theory #necklace-and-bracelets #lyndon-words
1.2k
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A necklace is made up of 3 beads of one color and 6 beads of another color

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#combinatorics #necklace-and-bracelets
85
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Circular and Reflectional Symmetry

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#combinatorics #necklace-and-bracelets

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