3) holomorphic function
全纯函数
1.
On the normality of a class of compound holomorphic functions;
涉及一类全纯函数复合的正规定则
2.
Normal criteria of holomorphic functionfamilies concerning shared values;
全纯函数族涉及公共值的正规定则
4) holomorphic functions
全纯函数
1.
Shared holomorphic functions normal families;
全纯函数与其导数分担的正规定则
2.
Let ∑={f} be the set of all holomorphic functions in the unit disk each of which has the two Picard exceptional values 0 and 1.
记 ∑ 为单位圆△ :｜z｜<1内具两个缺值 0和 1的全纯函数全体 。
3.
The normal problem of holomorphic functions is studied from the normal criterion about the distribution of the f′(z) value which is extended to that of the f(k)(z) value.
讨论了全纯函数的正规性问题,由f′(z)值分布的正规定则推广到f(k)(z)值分布的正规定则。
5) generalized function
广义函数
1.
The duality property of several kinds of generalized functions;
几种类型广义函数的对偶性
2.
This article using AHP to determine the weighting of index,using generalized function to nondimensionalize the value of index,then calcalute the systematic evaluation index.
采用层次分析法确定准则层和各单项指标的权重,通过广义函数法对各评价指标进行无量纲化来确定单个指标的评价值,最后根据各指标的评价值及其权重确定城市交通适应性评价值。
3.
First, by comparing with the definition of ordinary function, the definition of the general function and the equality of two generalized functions are introduced.
冲激(偶)函数类性质历来是《信号与系统》教学中的难点,也是学生不易理解的内容,为此,教学策略采用"三步走"的方法:首先与普通函数定义方法相比较引出广义函数定义和"两广义函数相等"的概念,继而用高等数学的微积分知识证明冲激(偶)函数类的"抽样"性质,最后以前两者为基础证明冲激偶函数的"筛选"性质。
6) generalized functions
广义函数
1.
The theoretical proof is based on the theory of Schwartz generalized functions.
该文给出了修正的Morley方程在坐标原点具有奇性的基本解的一种构造方法,以及基于Schwartz广义函数理论的证明。
2.
Utilizing perturbation method, stochastic equations are changed to be a series of deterministic equations, In the meantime stochastic boundary conditions become deterministic boundary conditions considering characters of generalized functions.
通过摄动法 ,将随机方程化为一系列确定的方程 ,并同时利用广义函数的性质 ,变相应的随机边界条件为确定的边界条件 ,用确定的有限元离散方法 ,推导了考虑边界形状不确定的结构振动统计特征值的近似表
3.
On the basis of the classical valuation method of generalized functions, the set value of a generalized function has been defined by the equivalent value mode and the uniform convergence method.
在广义函数的经典赋值方法的基础上利用等价方式及一致收敛方法定义了一种广义函数的集
补充资料：全纯函数
全纯函数
hokxnorphic function
全纯函数【.双加附叫应肠.团.:ro几oMo呻。a匆中”K朋，，1 同解析函数(如a」ytiC funCtion).
说明：补充资料仅用于学习参考，请勿用于其它任何用途。
参考词条