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An arithmetic function arising from the Dedekind ψ function

open access: yesAn arithmetic function arising from the Dedekind ψ function
We define ψ‾ to be the multiplicative arithmetic function that satisfies for all primes p and positive integers α. Let λ(n) be the number of iterations of the function ψ‾ needed for n to reach 2. It follows from a theorem due to White that λ is additive.
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A Plot Twist: When RNA Yields Unexpected Findings in Paired DNA-RNA Germline Genetic Testing. [PDF]

open access: yesGenes (Basel)
Zimmermann H   +7 more
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