Pages that link to "Item:Q2655152"
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The following pages link to On the expansion of some exponential periods in an integer base (Q2655152):
Displaying 15 items.
- On the rational approximation to the Thue-Morse-Mahler numbers (Q416017) (← links)
- Non-zero digits in the expansion of irrational algebraic numbers in an integer base (Q664910) (← links)
- Binary words with a given Diophantine exponent (Q1034641) (← links)
- Rational approximation to values of \(G\)-functions, and their expansions in integer bases (Q1702681) (← links)
- The critical exponent functions (Q2131735) (← links)
- On the irrationality exponent of the regular paperfolding numbers (Q2442368) (← links)
- Lengths, periods and expansions of elements written with respect to a digit system over \(\mathbb F_q [x]\) (Q2469478) (← links)
- The critical exponent is computable for automatic sequences (Q2789533) (← links)
- Variations around a problem of Mahler and Mendès France (Q2898884) (← links)
- Transcendence of numbers with an expansion in a subclass of complexity 2<i>n</i> + 1 (Q3421907) (← links)
- A new complexity function, repetitions in Sturmian words, and irrationality exponents of Sturmian numbers (Q4645117) (← links)
- The 2-Adic, Binary and Decimal Periods of 1/3k Approach Full Complexity for Increasing k (Q4650112) (← links)
- On the computational complexity of algebraic numbers: the Hartmanis–Stearns problem revisited (Q4960229) (← links)
- Combinatorial structure of Sturmian words and continued fraction expansion of Sturmian numbers (Q6073547) (← links)
- Initial nonrepetitive complexity of regular episturmian words and their Diophantine exponents (Q6201925) (← links)
