We prove an asymptotic formula (that refines old results by Walfisz and Mirsky) for the number of representations of sufficiently large integer as a sum of a prime and a $k$-free number, $k\geq 2$.

On the sum of a prime and a k-free number

LANGUASCO, ALESSANDRO
2005

Abstract

We prove an asymptotic formula (that refines old results by Walfisz and Mirsky) for the number of representations of sufficiently large integer as a sum of a prime and a $k$-free number, $k\geq 2$.
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Utilizza questo identificativo per citare o creare un link a questo documento: https://hdl.handle.net/11577/1562712
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