Conversions explicites entre des fonctions sommatoires de la fonction de M\"obius
Florian Daval

TL;DR
This paper provides explicit real analysis-based estimates for classical summatory functions involving the Möbius function, enhancing understanding of their behavior.
Contribution
It introduces explicit estimates for Möbius summatory functions using real analysis, avoiding complex analysis techniques.
Findings
Explicit bounds for Möbius summatory functions
Improved understanding of their asymptotic behavior
Potential applications in number theory
Abstract
By using exclusively real analysis, we give explicit estimates of some classical summatory functions involving the M\"obius function.
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Taxonomy
TopicsMathematics and Applications · History and Theory of Mathematics · Advanced Mathematical Identities
