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Edithistory:Ripple Sieve

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oldid date/time username edit summary
1334181909 2026-01-22T01:24:19Z Dan arndt Declining submission: v - Submission is improperly sourced and nn - Submission is about a topic not yet shown to meet general notability guidelines (be more specific if possible)
1334172650 2026-01-22T00:00:39Z DannyS712 bot Task 3: Disable the categories on this page while it is still a draft, per [[WP:DRAFTNOCAT]]/[[WP:USERNOCAT]]
1334169612 2026-01-21T23:34:58Z Iuvrayan /* Mathematical Recognition */
1334169413 2026-01-21T23:33:06Z Iuvrayan /* Comparison with Sieve of Sundaram */
1334168821 2026-01-21T23:28:28Z Iuvrayan /* Algorithm Description */
1334168218 2026-01-21T23:23:10Z Iuvrayan /* Algorithm Description */
1334167981 2026-01-21T23:21:03Z Iuvrayan /* Algorithm Description */
1334167778 2026-01-21T23:19:32Z Iuvrayan /* Algorithm Description */
1334167224 2026-01-21T23:14:43Z Iuvrayan /* Mathematical Recognition */
1334167142 2026-01-21T23:14:01Z Iuvrayan /* Overview */
1334167034 2026-01-21T23:13:02Z Iuvrayan /* Iterative Logic */
1334166667 2026-01-21T23:09:16Z Iuvrayan Submitting using [[WP:AFCSW|AfC-submit-wizard]]
1334165768 2026-01-21T23:00:39Z Iuvrayan
1334165256 2026-01-21T22:56:13Z Iuvrayan [[WP:AES|←]]Created page with '{{Draft article}} {{Infobox algorithm |name=Ripple Sieve |author=Rayan Ivaturi |class=[[Prime sieve]] |time_complexity=O(n log log n) |space_complexity=O(n) }} ==Overview== The '''Ripple Sieve''' is a [[prime sieve]] algorithm that generates all odd [[prime number]]s up to a given limit ''n''. Developed by Rayan Ivaturi, the algorithm is a variant of the [[Sieve of Eratosthenes]] that optimises the sieving process by focusing exclusively on odd integers an...'