复合函数 meaning in English
complicated function
composite function
compound function
function composition
function of functions
Examples
- Information technology - programming languages - generic package of complex elementary functions for ada
信息技术.程序设计语言. ada用基本复合函数的一般数据包 - In composite function f [ ( x ) ] , if ( x ) is a triangle function , then we call the function f [ ( x ) ] be triangle composite function
摘要若一个复合函数的内层函数是三角函数而外层函数是一般函数，则简称这个复合函数为三角复合函数。 - From the mathematic character of an one ordered derivative of a compound function equals to zero which leads to the two and three ordered derivatives equal to zero on its corresponding points , the designing principle of a kind of combined mechanism doing high ordered intermission at limit positions was put forward
摘要从复合函数的一阶导数等于零，导致其二、三阶导数在对应点上为零的数学特征中，提出了一类组合机构在极限位置作高阶停歇的设计原理。 - The whole paper consists of three parts : part is about general theory of the least positive period , which argues the necessary and sufficient condition for the existence of the least positive period for a periodic function , and concludes " the existence of the least positive period for that periodic function , which is continuous at least one point and not equal ever to a constant " ; part researches the least positive period for the sum of two periodic functions , followed its general expression ; part discusses non - periodicity for the compound function constructed by a periodic function and a non - periodic function , and the corresponding results
全文分为三部份：第一部份是关于最小正周期的一般理论，得到了周期函数有最小正周期的充分必要条件，也获得了“至少在一个点连续且不恒等于常数的周期函数必有最小正周期”的结论；第二部份分析了两个周期函数之和的最小正周期的问题，给出了其一般表达式；第三部份讨论了周期函数与某些类型的非周期函数构成的复合函数的非周期性问题，并得出相应结论。 - Using the method of conversing double integrals into linear integrals , we obtain two theorems and their corollaries for double integrals of linear - fractional homogeneous functions with two variables , and construct some typical examples that are difficult to be calculated by ordinary methods to illustrate their applications
摘要通过把二重积分转化成曲线积分，得到二元分式线性齐次复合函数积分的两个定理及其若干推论，并构造一些比较典型的用一般方法难以计算的例子说明结论的应用。