Revision as of 06:07, 10 August 2014 edit 132.66.40.84 (talk) →The density of the k-th power free integers in {{math\|N}}: add a missing ) ← Previous edit		Revision as of 06:22, 10 August 2014 edit undo 132.66.40.84 (talk) →Mean values over {{math\|Fq[x]}} Next edit →
Line 158: Where the product runs over all monic irreducible polynomials ''P''. For example, the product representation of the zeta function ~~still~~is as for the ~~holds~~integers: <math>\zeta_{A}(s)=\prod_{P}(1-\|P\|^{-s})^{-1}</math>. Unlike the classical [[zeta function]], <math>\zeta_{A}(s)</math> is very simple:

Average order of an arithmetic function: Difference between revisions