Ramanujan Machine: Difference between revisions
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[https://rnma.xyz/boinc/ '''''Ramanujan Machine'''''] is a '''''[[wikipedia:Volunteer computing|volunteer | [https://rnma.xyz/boinc/ '''''Ramanujan Machine'''''] is a BOINC based '''''[[wikipedia:Volunteer computing|volunteer computing]]''''' project that needs your help to discover new mathematical conjectures | ||
[[File:Ramanujan Machine.gif|alt=Ramanujan Machine|thumb|Ramanujan Machine]] | |||
== Why Ramanujan Machine? == | == Why Ramanujan Machine? == | ||
The Ramanujan Machine is a novel way to do mathematics by harnessing your computer power to make new discoveries. | |||
== Goal == | |||
Fundamental constants like e and π are ubiquitous in diverse fields of science, including physics, biology, chemistry, geometry, and abstract mathematics. Nevertheless, for centuries new mathematical formulas relating fundamental constants are scarce and are usually discovered sporadically by mathematical intuition or ingenuity. | |||
Ramanujan Machine algorithms search for new mathematical formulas. | |||
== Methods == | == Methods == | ||
https://github.com/RamanujanMachine/ | |||
== Project team | == Project team == | ||
Shahar Gottlieb. Rotem Kalisch. | |||
== Scientific results == | == Scientific results == | ||
* | https://www.ramanujanmachine.com/results/ | ||
== Scientific publications == | |||
* https://www.ramanujanmachine.com/publications/ | |||
Revision as of 20:50, 17 March 2024
[[File:{{#setmainimage:Default water.jpg|109x48px}}|alt=Default water image|center|frameless]]
Ramanujan Machine is a BOINC based volunteer computing project that needs your help to discover new mathematical conjectures
Why Ramanujan Machine?
The Ramanujan Machine is a novel way to do mathematics by harnessing your computer power to make new discoveries.
Goal
Fundamental constants like e and π are ubiquitous in diverse fields of science, including physics, biology, chemistry, geometry, and abstract mathematics. Nevertheless, for centuries new mathematical formulas relating fundamental constants are scarce and are usually discovered sporadically by mathematical intuition or ingenuity.
Ramanujan Machine algorithms search for new mathematical formulas.
Methods
https://github.com/RamanujanMachine/
Project team
Shahar Gottlieb. Rotem Kalisch.
Scientific results
https://www.ramanujanmachine.com/results/