某些实的定积分可应用留数定理进行计算, 尤其是对原函数不易直接求得的定积分和反常积分, 这常是一个有效的方法, 其要点是将它化归为复变函数的周线积分.
本内容遵循CC 4.0 BY-SA版权协议 本文介绍了复数的n次方根的计算及其几何意义。通过解决二项方程,展示了复数z的n次方根共有n个,这些根沿中心在原点、半径为n√r(取算术根)的圆周均匀分布 ...
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This article was published in Scientific American’s former blog network and reflects the views of the author, not necessarily those of Scientific American This blog is called "Roots of Unity" because ...
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