论文标题
萨里猜想的证明
A proof of Saari's conjecture
论文作者
论文摘要
我们证明了Saari的猜想，该猜想指出，对于经典的$ n $ body问题的任何解决方案，具有恒定惯性的（极）时刻必须作为旋转的刚体。此外，我们指出，如何将萨里的猜想远远超出经典$ n $ body问题的范围。
We prove Saari's conjecture, which states that for any solution to the classical $n$-body problem that has constant (polar) moment of inertia has to behave as a rotating rigid body. Additionally, we remark how Saari's conjecture can be generalised well beyond the confines of the classical $n$-body problem.
