 全文文献 工具书 数字 学术定义 翻译助手 学术趋势 更多   function of a complex variable 的翻译结果: 查询用时：0.018秒 在分类学科中查询 所有学科 数学 更多类别查询 历史查询  function of a complex variable 复变函数(7)  复变函数
 Thinking on the Teaching Method in Function of a Complex Variable 关于复变函数论教学方法的思考 短句来源 “Function of A Complex Variable" ,the Study of Teaching Practize and Reflection 《复变函数》中研究性教学模式的实践与反思 短句来源 In the paper we have discussed the questions of deepening the reform in teaching method in connection with the practice of function of a complex variable. 本文结合复变函数论教学的实践,从三个方面探讨了深化教学方法改革的问题。 短句来源 Given a reduced result that is treated with theory of function of a complex variable. 根据复变函数理论 ,采用围道积分的方法 ,给出 φ1在复平面内进行简化处理的结果其形式简单 ,便于计算 . 短句来源 STRESS SOLUTlON OF COMBINED PLANE CRACK BY USING THE THEORY OF FUNCTION OF A COMPLEX VARIABLE 平面复合型裂纹的复变函数解法 短句来源 更多 “function of a complex variable”译为未确定词的双语例句
 Remarks on the Logarithm Function of a Complex Variable 关于复变量对数函数的一点注记 短句来源 This paper presents the generalization of the Rolle's and mean value theorems in mathematical analysis to analytic function of a complex variable. 本文给出,数学分析中罗尔定理和中值定理在复变解析函数中的推广。 短句来源 This paper first discusses the asymptotic properties of "intimediate point"of some differential intermediate value formulas for function of a complex variable, the asymptotic estimation formulas extends corresponding conclusions in some referenas, then proves the integrla value formulas and the asymptotic properties of "intermediate point" for function of a complex varisble. 讨论几个复函数微分中值公式的“中间点”渐近性，所得渐近估计式推广了有关文献中相应的结论，然后，建立复函数的积分中值公式及“中间点”的渐近性质，得到与实积分相类似的结果． 短句来源 In this paper we obtain the integral intermiate value formulas and the asymptotic properties of" intermediate point"for function of a complex variable. 本文建立复函数的一般形式局部积分中值公式及“中间点”的渐近性质。 短句来源 相似匹配句对
 The function of 睾丸激素的功能 短句来源 On Transferable Function of "the “the”的转换功能初探 短句来源 Tomography Function 断层图象函数 短句来源 Function and Equation 浅谈函数与方程 短句来源 the immunity function; 免疫功能 ; 短句来源 查询“function of a complex variable”译词为用户自定义的双语例句

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 The concept of a generalized ψ-derivative of a function of a complex variable is introduced and applied to classify functions analytic in Jordan domains. On a criterion for the analyticity of a function of a complex variable Using function of a complex variable a decoupling procedure is derived to obtain the stress intensity factors. In this paper, we show that an entire function of a complex variable of slow growth assuming values very close to rational integers at the points of a geometric sequence is a polynomial. The complexity function is an entire function of a complex variable provided the variety of Lie algebras is nontrivial. 更多 It is proved, for the two-dimensional question, that the general expression of total intensity △T has the same form as the vertical intensity Z. There is a possibility to consider the anomaly curves △T as Z. Therefore by use of the Cauch-Riemann's condition in the theory of function of a complex variable we may from anomaly curves △T calculate its so called "negative harmonic conjugate function" () which is corresponding to the anomaly curves H. It is indicated that interpretation of the magnetic... It is proved, for the two-dimensional question, that the general expression of total intensity △T has the same form as the vertical intensity Z. There is a possibility to consider the anomaly curves △T as Z. Therefore by use of the Cauch-Riemann's condition in the theory of function of a complex variable we may from anomaly curves △T calculate its so called "negative harmonic conjugate function" () which is corresponding to the anomaly curves H. It is indicated that interpretation of the magnetic data may be facilitated by ussing () together with its original function △T. Two examples of application are given: 1) the calculation of the magnetic moment and its inclination for two-dimensional bodies from △T and AT; 2) downward analytical continuation of △T by use of values of △T and △T on the horizon of observation. 本文对于二度问题证明了总磁場强度△T与垂直磁場强度Z的一般表达式具有相同的形式,因此可以把△T异常曲线看成Z异常曲线,利用复变函数理论中的柯西-黎曼条件我们就可根据△T异常曲线计算出与H异常曲线相当的所谓△T的“负共轭调和函数”△T,文中指出了同时利用△T及其原函数△T将有助于磁测资料的解释工作,还举出了两个应用的例子:1)根据△T与△T计算二度体的磁矩及其倾角;2)利用观测水平上的△T及△T值将△T向下解析延拓。 In paper , using the method of function of a complex variable, we have solvedthe problem "Transformation of potential field on curved surface--two dimensionalcases". But this method can not be used to solve the three dimensional cases. Therefore we must search for another method. Essentially, it is the oblique derivative problem of Laplace equation. Therefore, using single layer potential theory, we can transform it to a problem of solving a singular integral equation. However, there are not many research... In paper , using the method of function of a complex variable, we have solvedthe problem "Transformation of potential field on curved surface--two dimensionalcases". But this method can not be used to solve the three dimensional cases. Therefore we must search for another method. Essentially, it is the oblique derivative problem of Laplace equation. Therefore, using single layer potential theory, we can transform it to a problem of solving a singular integral equation. However, there are not many research works to be found dealing with numerical solution of singular integral equations. Especially, the effective numerical method for solving singular integral equations of several variables is still lacking. In this paper we have suggested a method of separation of singularities; it can be used to solve not only the particular singular integral equation in this paper, but also the general singular integral equations of several variables. The convergence of the approximate solution has been simultaneously proved.Model examples are presented here to show that this method is accurate and reliable. 在文献中我们利用复变函数论的方法只解决了二维的曲面上的位场转换问题.在本文中,我们利用单层位势理论将它化为一个奇异积分方程求解的问题,并且提出了用奇点分离法来解此奇异积分方程,这对二维和三维情况都适用.通过理论模型的计算,结果的精度是令人满意的. In this paper, several critical moments in the development of the theory of functions in the nineteenth century are pointed out. In particular, the contributions made by Gauss, Cauchy, Weierstrass and Riemann on the foundations of the theory of functions of a complex variable are discussed. 本文指出了十九世纪函数论发展中的几个关键时刻,特别讨论了Gauss,Cauchy,Weierstrass和Riemann在建立单复变函数理论基础方面的贡献。 << 更多相关文摘 相关查询

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