Mathematicians find 12,000 solutions for fiendish three-body problem

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Mathematicians find 12,000 solutions for fiendish three-body problem
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Until recently, working out how three objects can stably orbit each other was nearly impossible, but now mathematicians have found a record number of solutions

The question of how three objects can form a stable orbit around each other has troubled mathematicians for more than 300 years, but now researchers have found a record 12,000 orbital arrangements permitted by Isaac Newton’s laws of motion.

While mathematically describing the movement of two orbiting bodies and how each one’s gravity affects the other is relatively simple, the problem becomes vastly more complex once a third object is added. In 2017, researchers

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