Talk:Prime omega function
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I removed the following tag:
![[icon]](/wiki/File:Wiki_letter_w_cropped.svg){kind=small} | This section needs expansion with: For example, one good demonstrative formula for generalizing the method from Hardy and Wright would be to calculate explicitly. May prove or conjecture at a general formula for these so-termed factorial moments of the little omega function. Such a formula immediately implies a formula for the power summatory functions of the form by inversion formulas converting between powers and falling factorials given in terms of the Stirling numbers. These two generalized results would definitely be a nice addition to this page!. You can help by adding to it. (April 2018) |
Really the updated identity for provides what this is asking for, just with a notably weak error term formulation. Maxie (talk) 07:49, 2 June 2019 (UTC)