Mathematics – Number Theory
Scientist
Mathematics
Number Theory
Scientist
A Sequence of Beurling Functions Related to the Natural Approximation B_{n} Defined by an Iterative Construction Generating Square-Free Numbers k and the Value of the Mobius Function at k
An Algorithm to Generate Square-Free Numbers and to Compute the Moebius Function
Fourier Coefficients of Beurling Functions and a Class of Mellin Transform Formally Determined by its Values on the Even Integers
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