Pages that link to "Item:Q2555512"
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The following pages link to Characterization of the set of values \(f(n)=[n \alpha ], n=1,2,\dots \) (Q2555512):
Displaying 14 items.
- Locating factors of a characteristic word via the generalized Zeckendorf representation of numbers (Q441880) (← links)
- \(Q\)-factorization of suffixes of two-way infinite extensions of irrational characteristic words (Q516819) (← links)
- On the superimposition of Christoffel words (Q620955) (← links)
- On a theorem of Fraenkel, Levitt and Shimshoni (Q1069964) (← links)
- Certain sequences of Wythoffian matrices, and maximal geometric progressions therein (Q1337174) (← links)
- \(\alpha\)-words and factors of characteristic sequences (Q1377868) (← links)
- A representation theorem of the suffixes of characteristic sequences (Q1392545) (← links)
- Applications of standard Sturmian words to elementary number theory (Q1605324) (← links)
- Substitution invariant Sturmian bisequences (Q1809048) (← links)
- Positive factors of Wythoff matrices (Q1815348) (← links)
- Iterated Floor Function, Algebraic Numbers, Discrete Chaos, Beatty Subsequences, Semigroups (Q4286802) (← links)
- A decoding problem in dynamics and in number theory (Q4526262) (← links)
- Second Order Balance Property on Christoffel Words (Q5014685) (← links)
- The Characterization of Rational Numbers Belonging to a Minimal Path in the Stern-Brocot Tree According to a Second Order Balancedness (Q5041270) (← links)
