integrand是什么意思   integrand怎么读

integrand单词基本解析：

integrand变化用词：

integrand英英释义：

integrand中文词源：

integrand用法和例句：

integrand

Based on the quality of linear operation about indefinite integral, the article puts forward an indefinite integral principle of making linear combination and reducing power of integrand.

从不定积分的线性运算性质出发,给出了计算不定积分的被积函数线性组合化、降幂的积分原则,并结合实例分析了这一原则在不定积分计算中的指导作用。

On some Conditions that Convergence of Generalized Integral Makes Integrand Tend to Zero

关于广义积分收敛隐含被积函数趋于零的一些条件

Determination about the integrand of infinite integto be infinitesimal

关于广义积分的被积函数为无穷小的判定准则

Discussion on the Limit Becoming Zero of Integrand When the Infinite Integral converges

关于无穷积分收敛被积函数极限为零的条件探讨

Where is called the integral sign, is called the integrand, and is the integral variable.

其中被称为积分号，称为被积函数，被称为被积表达式，称为积分变量。

Low dimensional quasi-Monte Carlo integration for continuous integrand converges, faster than Monte Carlo, but quasi-Monte Carlo is not fit for complex global illumination when it is used directly.

准蒙特卡罗方法计算连续被积函数低维积分的收敛速度快于蒙特卡罗方法，但不适于直接求解复杂的整体光照计算问题。

Using special integrating region and special integrand to simplify calculation of double integral

利用特殊积分区域及特殊被积函数简化二重积分计算

If the integrand is related to the top integral function in definite integral computation, the definite integral possesses the different expression from.

在定积分计算中，当被积函数与上取整函数有关时，会有不同的表达形式。

When imposed some restrictions on the integrand, the limit can be equal zero at infinity.

当对被积函数作某些限制时，其在无穷远处的极限可以为零。

To the unvaried function, the continuity of integrand function on closed interval is the important conditions which make Newton-Leibniz formula hold.

摘要在一元函数中，被积函数在闭区间上连续是牛顿-莱布尼兹公式成立的重要条件。

The limit of the integrand f(x) of abnormal integral, which is convergent in the infinite range of integration, is not certainly equal zero at infinity.

摘要无穷限反常积分收敛时，其被积函数在无穷远处的极限不一定为零。

The symmetry of integral domain and the parity of integrand not only reflect the beauty of math, but also make integral computation more simple and convenient.

摘要积分区域的对称性和被积函数的奇偶性不仅体现了数学美，而且可以使积分的计算变得简单又方便。

Abstract: The integration can be simplified calculated using symmetry if it has symmetric integral domain and its integrand has odd or even characteristic.

摘要：对称积分区域以及被积函数有与之相匹配的奇、偶性的积分，均可用对称性简便计算。

The Limit of the Integrand of Convergent Abnormal Integral in the Infinite Range of Integration at Infinity

收敛无穷限反常积分被积函数在无穷远处的极限

In this paper,it is illuminated that is the relevant computational methods of complex integration.It is based on the properties about the path of integration and the integrand function.

根据积分路径和被积函数的特点,讨论了相应的计算复积分的方法.

integrand of integral

积分被积函数

integrand function

被积函数

The integrand is not handed down from on high

被积函数并不是从天上掉下来的。

The first term of the integrand represents the contribution to the error power due to noise

被积函数的第一项表示噪声对误差功率的影响。