论文标题
从开普勒的定律到牛顿定律：教学证明
From Kepler's laws to Newton's law: a didactical proof
论文作者
论文摘要
提出了三个开普勒法律的牛顿“反平方法”的基本推论。我们的证据基本上是对第一年的大学生的思考，基本上基于欧几里得的几何形状。然后，甚至可以向只有微积分的第一基础知识的高中生提供。
An elementary derivation of the Newton "inverse square law" from the three Kepler laws is proposed. Our proof, thought essentially for first-year undergraduates, basically rests on Euclidean geometry. It could then be offered even to high-school students possessing only the first basics of Calculus.
