We exploit the properties of a sequence of functions that approximate the divisor functions and combine them with an analytical formula of a delta-like sequence to give a new proof of a theorem of Gronwall on the asymptotic of the divisor functions.
Approximating the divisor functions / DE CARLI, Laura; Echezabal, Andrew; Laporta, Maurizio. - In: THE JOURNAL OF ANALYSIS. - ISSN 2367-2501. - 32:5(2024), pp. 2503-2512. [10.1007/s41478-024-00747-y]
Approximating the divisor functions
Laura De Carli;Maurizio Laporta
2024
Abstract
We exploit the properties of a sequence of functions that approximate the divisor functions and combine them with an analytical formula of a delta-like sequence to give a new proof of a theorem of Gronwall on the asymptotic of the divisor functions.File in questo prodotto:
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