sequence of complex numbers

sequence of complex numbers的基本解释

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复数序列

与sequence of complex numbers相关的网络例句 [注：此内容来源于网络，仅供参考]

And the exceptional set in his result was an infinite sequence of complex numbers.

在文献〔4〕中Anderson等人推广Hayman的结果〔3〕并提出问题：能否把例外集扩大为无穷多个小圆盘？

The study of exceptional set has a history of half a century. In reference (2), Lento extended the famous Picard Theorem and Presented the concept of exceptional set of entire functions and meromorphic functions. And the exceptional set in his result was an infinite sequence of complex numbers.

例外集问题的研究，已有半个世纪的历史，在文献〔2〕中，Lehto推广了著名的Picard定理，并首次提出例外集的概念，在他的结论中，例外集为一无穷复数序列。

In this paper,fuzzy complex numbers,limits of the sequence of fuzzy complex numbers,the metrical convergence and levelwise convergence,the continuity offuzzy complex functions,the calculus of fuzzy complex functions,theseries whose terms are fuzzy complex numbers,the series whose terms arefuzzy complex functions,the fuzzy complex measure and fuzzy differentialequation are investigated in details.All this may be a foundation forfurther researching fuzzy complex analysis.

本文对模糊复数、模糊复数列的极限、度量收敛与水平收敛、模糊复函数的连续性、模糊复函数的微积分、模糊复数项级数、模糊复函数项级数、模糊复测度及模糊微分方程理论进行了详细的研究，为模糊复分析的进一步研究打下一定基础。

与sequence of complex numbers相关的网络解释 [注：此内容来源于网络，仅供参考]

sequence of complex numbers：复数序列

sequence of arcs 弧序列 | sequence of complex numbers 复数序列 | sequence of differences 差分序列