Amicable Numbers: Difference between revisions
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[https://sech.me/boinc/Amicable/ '''''Amicable Numbers'''''] is an independent research project that uses '''''[[wikipedia:Volunteer computing|volunteer computing]]''''' to find new [[wikipedia:Amicable_numbers|'''''amicable pairs''''']].[[File:Amicable_numbers_rods_220_and_284.png|alt=amicable numbers demonstration | [https://sech.me/boinc/Amicable/ '''''Amicable Numbers'''''] is an independent research project that uses '''''[[wikipedia:Volunteer computing|volunteer computing]]''''' to find new [[wikipedia:Amicable_numbers|'''''amicable pairs''''']].[[File:Amicable_numbers_rods_220_and_284.png|alt=amicable numbers demonstration|thumb|Demonstration, with rods, of the amicability of the pair of numbers ([[wikipedia:220_(number)|'''''220''''']],[[wikipedia:284_(number)|'''''284''''']])]] | ||
== Why Amicable Numbers? == | == Why Amicable Numbers? == | ||
Collecting data on all amicable numbers up to a very large limit will facilitate theoretical research in several fields: [https://math.dartmouth.edu/~carlp/Amicable1.pdf 1], [https://math.dartmouth.edu/~carlp/Amicable2.pdf 2], [https://math.dartmouth.edu/theses/undergrad/2014/Nguyen-thesis.pdf 3] to name a few examples. | Collecting data on all amicable numbers up to a very large limit will facilitate theoretical research in several fields: [https://math.dartmouth.edu/~carlp/Amicable1.pdf 1], [https://math.dartmouth.edu/~carlp/Amicable2.pdf 2], [https://math.dartmouth.edu/theses/undergrad/2014/Nguyen-thesis.pdf 3] to name a few examples. | ||
Revision as of 14:50, 10 March 2024
Amicable Numbers is an independent research project that uses volunteer computing to find new amicable pairs.
Why Amicable Numbers?
Collecting data on all amicable numbers up to a very large limit will facilitate theoretical research in several fields: 1, 2, 3 to name a few examples.
Data from this project will also help to improve understanding of the properties of Divisor function.
Goal
The current goal of the project is to find all amicable pairs with smallest member < 1021.
Methods
- always including "why BOINC"?
- impactful final statement
Project team / Sponsors
Sergei Chernykh
Scientific results
New data from this project is published regularly on the Amicable pairs list page.