Pages that link to "Item:Q1087909"
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The following pages link to A generalization of Halász's theorem to Beurling's generalized integers and its application (Q1087909):
Displaying 14 items.
- Mean-value theorems and extensions of the Elliott-Daboussi theorem on Beurling's generalized integers. I (Q957926) (← links)
- Erratum: Mean-value theorems for multiplicative functions on Beurling's generalized integers. I (Q957927) (← links)
- Completely multiplicative functions with sum zero over generalised prime systems (Q2221687) (← links)
- On sums over the Möbius function and discrepancy of fractions (Q2444490) (← links)
- Mean-value theorems for multiplicative functions on Beurling's generalized integers. I (Q2571401) (← links)
- Beurling generalized numbers (Q2829451) (← links)
- Halász's theorem for Beurling generalized numbers (Q3298852) (← links)
- Rényi's formula with remainder term on arithmetical semigroups (Q3977667) (← links)
- Halász’s theorem for Beurling numbers (Q4581937) (← links)
- The average order of the Möbius function for Beurling primes (Q5111924) (← links)
- M(x)=o(x) Estimates for Beurling numbers (Q5223350) (← links)
- Explicit average orders: news and problems (Q5226544) (← links)
- Exact Wiener–Ikehara theorems (Q5376570) (← links)
- Beurling numbers whose number of prime factors lies in a specified residue class (Q5854696) (← links)
