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Additive-Multiplicative Functions and the Reimann Zita Function

Mohammed zohal

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Abstract

This article [studies] the sum ∑_d/n f(d), with f [being] an arithmetical function which not only multiplicative, but, of another form which will be additive_multiplicative, you will see what is it about, in fact, it has generated incredible formulas, which can give insight into the random arithmetic world of numbers.

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What this paper is about

This article [studies] the sum ∑_d/n f(d), with f [being] an arithmetical function which not only multiplicative, but, of another form which will be additive_multiplicative, you will see what is it about, in fact, it has generated incredible formulas, which can give insight into the random arithmetic world of numbers.

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Available abstract

This article [studies] the sum ∑_d/n f(d), with f [being] an arithmetical function which not only multiplicative, but, of another form which will be additive_multiplicative, you will see what is it about, in fact, it has generated incredible formulas, which can give insight into the random arithmetic world of numbers.

Key concepts: Arithmetic function, Multiplicative function, Mathematics, Function (biology), Additive function, Number theory, Multiplicative inverse, Arithmetic

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