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(DFC - version 1.0 - 11 pages - 17.06.2018) A new conjecture on the divisor summatory function offering a much higher prediction accuracy than Dirichlet's divisor problem approach

Andrei Lucian Drăgoi

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Abstract

This paper presents a new conjecture on the divisor summatory function (also in relation with prime numbers), offering a much higher prediction accuracy than Dirichlet's divisor problem approach. Keywords: conjecture; divisor function; divisor summatory function; prime numbers; Dirichlet's divisor problem

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What this paper is about

This paper presents a new conjecture on the divisor summatory function (also in relation with prime numbers), offering a much higher prediction accuracy than Dirichlet's divisor problem approach. Keywords: conjecture; divisor function; divisor summatory function; prime numbers; Dirichlet's divisor problem

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Available abstract

This paper presents a new conjecture on the divisor summatory function (also in relation with prime numbers), offering a much higher prediction accuracy than Dirichlet's divisor problem approach. Keywords: conjecture; divisor function; divisor summatory function; prime numbers; Dirichlet's divisor problem

Key concepts: Divisor (algebraic geometry), Conjecture, Divisor function, Mathematics, Prime (order theory), Prime factor, Dirichlet distribution, Function (biology)

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(DFC - version 1.0 - 11 pages - 17.06.2018) A new conjecture on the divisor summatory function offering a much higher prediction accuracy than Dirichlet's divisor problem approach — Research Paper | ScholarLens