On the \(k\)-ary convolution of arithmetical functions (Q2707843)
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scientific article
| Language | Label | Description | Also known as |
|---|---|---|---|
| English | On the \(k\)-ary convolution of arithmetical functions |
scientific article |
Statements
4 April 2001
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\(k\)-ary convolution
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arithmetical functions
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On the \(k\)-ary convolution of arithmetical functions (English)
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The \(k\)-ary convolution generalizes the usual Dirichlet-convolution of arithmetical functions. The author presents algebraic properties of the \(k\)-ary convolution and studies the inverse of the constant function 1 (\(k\)-ary Möbius function).
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