椭圆问题的求解特点是以代数方法求解几何问题,所以求解思路清晰,容易形成“入口宽松”,又由于运算最大,不仅影响解题速度,也极容易出错,因此又易形成“答对困难”的现象.因此,在解题中,尽量减少运算量则成为迅速、准确解题的关键.就此问题,本文谈一下简化椭圆运算量的几种数学思想. The solution to the elliptic problem is to solve the geometric problem algebraically, so the solution is clear and easy to form a “loose entrance”, and because the operation is the largest, not only the problem solving speed, but also very easy to make mistakes, it is easy to form a “answer to the difficulty” Phenomenon. Therefore, in the problem solving, minimizing the amount of computation becomes the key to solving problems quickly and accurately. In this issue, this article talks about several mathematics ideas for simplifying elliptic computation.