Arithmetic function: Difference between revisions

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* ω (''n''), the number of distinct [[prime number|primes]] dividing given number ''n''. We have ω(1) = 0 and ω(20) = 2 (the distinct primes dividing 20 being 2 and 5).
 
* Λ(''n''), the [[von Mangoldt function]] -which is defined to be ln(''p'') if ''n'' is an integer power of a prime ''p''; and 0 for all other ''n''.
 
[[Category:Arithmetic functions|*]]