| 1. | From 1821 on, he singlehandedly developed complex function theory .
自1821年以后，他单独地发展了复函数理论。 |
| 2. | The development of complex function theory proceeded apace in the latter part of the nineteenth century .
十九世纪后期，复函数的理论迅速地发展。 |
| 3. | However a few of the many creations that bear primarily on complex functions themselves will be noted here .
可是，在许多创造中，有少数几个原来就与复函数本身直接关联着的却要在这里先提一下。 |
| 4. | In the observing coordinate the complex function of complex number
的复变函数，记作 |
| 5. | With mapping concept of complex function , in geometry , the function
由复变函数的映射概念 |
| 6. | The application of complex function in algebraic basic theory proof
复函数在代数基本定理证明中的应用 |
| 7. | Also , the complex function should be
用复变函数来表示为： |
| 8. | Application of complex functions for proving fundamental theorem in algebra
复函数在代数基本定理证明中的应用 |
| 9. | Application of complex function series in summation of triangular progression
复变函数级数在三角级数求和中的应用 |
| 10. | Moreover , we apply the method to seek zeros of real and complex functions
同时说明了当函数烈x )的性质不够好时，算法2 |
