部分乘积

词组短语

partial product

与部分乘积相关的网络例句 [注：此内容来源于网络，仅供参考]

In chapter 2, we study the generalized inverses of a bordered matrix.

第二部分研究两个矩阵乘积{1，3}-和{1，4}-逆的反序律。

Under suitable conditions, an almost sure central limit theorem is obtained for the product of the partial sums of stongly mixing positive random variables.

在适当的条件下，对强混合的正的随机变量给出了其部分和乘积的几乎处处中心极限定理。

In this paper,the law of iterated logarithm for product sums of positive as- sociated sequences with the strong stability and the strong law of large numbers for product sums of positive associated sequences with different distributions are proved.

证明了强平稳正相协列乘积和的重对数律与不同分布正相协列乘积和的强大数律，指出了部分和服从强大数律但乘积和未必服从强大数律这一事实，并讨论了定理2中一个条件的必要性。

In the forth part, we mainly discuss the properties of cosine operators, such as the normcontinuity, locally Lipschitz continuity, which are preserved under the multiplicative perturbation with the-condition.

第四部分讨论了余弦算子在条件下的乘积扰动和扰动下的不变性。如条件下的乘积扰动仍保持范数连续、局部Lipschitz连续不变。

The first design is to change the recoding method, and increase the probability of zero partial product by 6.25%. Then we can speed up the asynchronous booth multipliers based on the characteristic of asynchronous circuit.

第一种改良，则是改良加码器的部分，而使产生的部分乘积为0的机率增加，可到达6.75％的增加，将此种改良用於非同步乘法器的设计，可使得速度上得到14.8％的加速。

It introduces partial fractions of meromorphic functions, product developments of entire functions, Hadamard's theorem, Riemann Zeta functions, Poisson-Jensen's formula; elliptic functions, including simply periodic functions and doubly periodic functions; algebraic functions and algebroid functions, Riemann surface, Nevanlinna theory, including characteristic functions, the first and second fundamental theorems, growth orders, etc; complex differential equations and complex functional equations, etc.

具体为：亚纯函数的部分分式、整函数的无穷乘积展开、Hadamard定理、Riemann Zeta函数、Poisson-Jensen公式；椭圆函数，包括单周期函数、双周期函数；代数函数和代数体函数、Riemann曲面简介；Nevanlinna理论简介，包括特征函数、第一和第二基本定理、增长级等；复微分方程和复函数方程，等等。在教学内容上充分体现基础性、新颖性。

After the multiplication, the whole number portion of the result is saved as a significant digit of the result, and the fractional remainder is again multiplied by the radix.

乘法之后，乘积的整数部分保存起来作为结果的一个有效位，剩余的小数再用基数2去乘。

Order determination is accomplished in two stages, i.e., the AR order is first determined by the minimum eigenvalue of overdetermined instrumental variable product moment and the MA order is then estimated by the minimum eigenvalues of a covariance matrix derived from the observed data.

该方法将ARMA模型的结构辨识分两步进行：首先利用超定辅助变量乘积矩(0IVPM)的最小特征值确定自回归部分的阶，然后利用协方差矩阵的特征值估计滑动平均部分的阶。

The residual parts are surface integrations whose integrands are the products of the scalar Green's function and fields or their derivatives. The high order singularity of integrands in the integral equation is reduced to one order, making for program implementation.

剩下的部分是关於标量Green函数与场强值或与它们的一阶导数值乘积的面积分，这样积分方程的被积函数高阶奇异性被降到一阶，有利於计算机的程序实现。

In order to obtain more exact analytical solution to study the output characteristics of double-clad fiber lasers,according to the continuous-wave rate equations of fiber lasers,using typical parameters of double-clad fiber lasers,the contribution of the re-emission effect arising from the interaction between the upper-level atoms and pump light was estimated.Taking into account the predominant part of the re-emission to improve the accuracy of the integration approximated rate equations,the integration of the product of the loss and radiation should be found and explicit analytical expressions for the output of the DCFLs and gradient efficiency of the pump radiation,were deduced,and certain issues of concern were discussed.

为了求得用于研究双包层光纤激光器输出特性的更为精确的解析解，根据稳态速率方程组，针对典型的双包层光纤激光器参量，在估计了上能级粒子再发射项和抽运光产生的影响后，采用保留再发射贡献主导部分的办法以提高可积分近似方程的精确度，明确地提出了要获得光纤激光器输出功率的解析表达式的关键在于求出损耗系数与光场乘积的积分值，简洁地求得了输出功率和抽运光斜线效率的显函数解析表达式，并对其相关问题进行了讨论，以915nm，920nm和975nm的抽运光为例，当输出激光为1090nm时，得出975nm抽运光产生的斜率效率最高并可高达约87%。

与部分乘积相关的网络解释 [注：此内容来源于网络，仅供参考]

Avogadro constant：阿伏伽德罗常数

符号F,表示一克分子量的电子或单一电离的离子所带的电荷,即阿伏伽德罗常数(Avogadro constant)和一个电子所带电荷(可忽略符号)的乘积. 它每一克分子量具有9.648670×10利用系统输出的小部分以控制其工作. 在正反馈中,上述这小部分输出用来增强输入.

partial pressure law：分压律

partial pressure gauge 分压计,分压强计[PPG] | partial pressure law 分压律 | partial product 部分乘积

partial product：部分乘积

a)部分乘积(partial product)发生器;移位器是算术数据路径中成本很高(占较大的面积)的逻辑组件. 某些时候移位器用来产生固定的除法器或者乘法器. Synopsys数据路径工具提供移位器,这些移位器可能具有下面功能的一些组合:算法或逻辑;

partial product：部分乘积=>部分積

partial pressure vacuum gauge 分压强真空规,分压真空计 | partial product 部分乘积=>部分積 | partial productivity indices 局部生产率指数,局部生产率指数

partial product word：部分乘积字

部分乘积数组 partial product array | 部分乘积字 partial product word | 部分程序(子程序,不完整程序) partial program

partial product register：部分乘积寄存器

叠前部分偏移 partial pre-stack migration | 部分乘积寄存器 partial product register | 部分重建 partial reconstruction

partial product array：部分乘积数组

部分乘积 partial product | 部分乘积数组 partial product array | 部分乘积字 partial product word

second partial product：第二部分乘积

二阶系统 second order system | 第二部分乘积 second partial product | 第二阶述词演算 second predicate calculus

first partial product：第一部分乘积

第一页指示符 first page indicator | 第一部分乘积 first partial product | 优先DMA first party DMA

second predicate calculus：第二阶述词演算

第二部分乘积 second partial product | 第二阶述词演算 second predicate calculus | 次要机率分布 second probability distribution