高等数学中的对称性方法

The symmetry method in higher mathematics

本文从高等数学的微分学、定积分、曲线积分及曲面积分等几个方面,探索了对称性方法的应用。并总结出一些非常实用的对称性公式。

This article explores the application of symmetry method from the differential calculus,integral,curve integral and surface integral of higher mathematics.And sums up some very useful symmetry formula,through the partial derivative,calculation of the first kind of curvilinear integral and surface integral proof illustrates the superiority of symmetry method.More importantly,the application of the symmetry thinking,makes us have the association,to promote the germination of creative thinking.