This paper mainly discusses a special kind of complex function — contour integral.
本文主要讨论一种特殊的复变函数的积分——周线积分。
Their transformation rules are found by using the complex contour integral method.
最后，运用复围道积分方法，找到了这些分量共形场的变换规律。
Infinite integrals of coefficients of algebraic equations are reduced to finite integrals by using contour integral and the principle of analytic continuation.
并提出可以用围线积分和解析开拓原理把方程组系数的无穷积分化为有穷积分。
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