ODLK2025: Difference between revisions

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~~[[File:{{#setmainimage:Odlk2025.jpg|409x180px}}|alt=logo image|center|frameless]]~~[https://boinc.mak.termit.me/odlk2025/ '''''ODLK2025'''''] is a [[wikipedia:Berkeley Open Infrastructure for Network Computing|BOINC]]-based '''''[[wikipedia:Volunteer computing|volunteer computing]]''''' project that searches for symmetric [[wikipedia:Prime k-tuple|''k''-tuples]] of consecutive prime numbers. It was launched on 13 February 2025 by mathematician Natalia Makarova and server administrator termit, as a continuation and extension of earlier distributed-computing efforts on the same mathematical problem.<ref name="tbrada_launch">{{cite web |url=https://boinc.tbrada.eu/old_news.php |title=News archive — T.Brada Experimental Grid |accessdate=2026-05-22}}</ref>

[https://boinc.mak.termit.me/odlk2025/ '''''ODLK2025'''''] is a [[wikipedia:Berkeley Open Infrastructure for Network Computing|BOINC]]-based '''''[[wikipedia:Volunteer computing|volunteer computing]]''''' project that searches for symmetric [[wikipedia:Prime k-tuple|''k''-tuples]] of consecutive prime numbers. It was launched on 13 February 2025 by mathematician Natalia Makarova and server administrator termit, as a continuation and extension of earlier distributed-computing efforts on the same mathematical problem.<ref name="tbrada_launch">{{cite web |url=https://boinc.tbrada.eu/old_news.php |title=News archive — T.Brada Experimental Grid |accessdate=2026-05-22}}</ref>

== Background ==

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== Why ODLK2025? ==

[[File:Spirale Ulam 150.jpg|thumb|305x305px|The [[wikipedia:Ulam spiral|Ulam spiral]], a visualisation of the distribution of prime numbers, illustrating the clustering phenomena that motivate the search for prime tuples.]]

[[File:~~Ulam_1~~.~~png~~|thumb|305x305px|The [[wikipedia:Ulam spiral|Ulam spiral]], a visualisation of the distribution of prime numbers, illustrating the clustering phenomena that motivate the search for prime tuples.]]

ODLK2025 is a subproject of the BOINC project [https://boinc.termit.me/adsl/ Symmetric Prime Tuples (SPT)].

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-[[File:{{#setmainimage:Odlk2025.jpg|409x180px}}|alt=logo image|center|frameless]][https://boinc.mak.termit.me/odlk2025/ '''''ODLK2025'''''] is a [[wikipedia:Berkeley Open Infrastructure for Network Computing|BOINC]]-based '''''[[wikipedia:Volunteer computing|volunteer computing]]''''' project that searches for symmetric [[wikipedia:Prime k-tuple|''k''-tuples]] of consecutive prime numbers. It was launched on 13 February 2025 by mathematician Natalia Makarova and server administrator termit, as a continuation and extension of earlier distributed-computing efforts on the same mathematical problem.<ref name="tbrada_launch">{{cite web |url=https://boinc.tbrada.eu/old_news.php |title=News archive — T.Brada Experimental Grid |accessdate=2026-05-22}}</ref>
+[https://boinc.mak.termit.me/odlk2025/ '''''ODLK2025'''''] is a [[wikipedia:Berkeley Open Infrastructure for Network Computing|BOINC]]-based '''''[[wikipedia:Volunteer computing|volunteer computing]]''''' project that searches for symmetric [[wikipedia:Prime k-tuple|''k''-tuples]] of consecutive prime numbers. It was launched on 13 February 2025 by mathematician Natalia Makarova and server administrator termit, as a continuation and extension of earlier distributed-computing efforts on the same mathematical problem.<ref name="tbrada_launch">{{cite web |url=https://boinc.tbrada.eu/old_news.php |title=News archive — T.Brada Experimental Grid |accessdate=2026-05-22}}</ref>
 == Background ==
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 == Why ODLK2025? ==
+[[File:Spirale Ulam 150.jpg|thumb|305x305px|The [[wikipedia:Ulam spiral|Ulam spiral]], a visualisation of the distribution of prime numbers, illustrating the clustering phenomena that motivate the search for prime tuples.]]
-[[File:Ulam_1.png|thumb|305x305px|The [[wikipedia:Ulam spiral|Ulam spiral]], a visualisation of the distribution of prime numbers, illustrating the clustering phenomena that motivate the search for prime tuples.]]
 ODLK2025 is a subproject of the BOINC project [https://boinc.termit.me/adsl/ Symmetric Prime Tuples (SPT)].