运算

One kind of optical parallel negabinary arithmetic is investigated.

研究了光学负二进制并行算术运算。

This report would be intelligible only to an expert in computing.

只有算机运算专家才能看懂这份报告。

Addition, subtraction, multiplication, and division are binary operations.

加、减、乘、除都二元运算。

Division is a form of computation.

除法种运算方法。

Divisor scalar multiplication is the key operation in hyperelliptic curve cryptosystem.

除子标量乘超椭圆曲线密码体制中的关键运算。

Data processing is the series of operations that are carried out on data.

数据处理按照数据而进行的系列运算。

Multiplication and addition are associative operations.

乘法和加法结合性运算。

Bicubic rescale algorithm shrinks video to small screen size in best possible quality.

使用双三插值运算来修改画面大小，使画质到尽可能的保证。

The associational operation between records in multi-dimension array and compressing method of multi-dimension army are stated.

表达多维数组中记录间的关联运算和多维数组的压缩方法。

And trigonometrical function table checking method is referenced to reduce large arithmetic amount in the unwrapping process.

并使用三角函数查表法减少了展开过程的运算量。

A novel design method of linear isolated amplifier is introduced, which consists of operation amplifier LF353 and photocoupler TLP521.

摘要应用普通运算放大器LF353和普通光TLP521了种新型线性隔离放大器。

CONCLUSION: The method is simply and intuitionistic, and has good effect to find the hemorrhage in endbrain white matter.

这种方法可以找到脑白质内的血肿,其数学模型简单,运算量小,思路直观。对于辅助诊断端脑白质的出血具有较好的效果。

The results show that all solution can determinately exist, which avoids the complicated discussion to singular solution educed from D-H transformation method.

结果表明，各关节的运动学逆解唯，算简单，运算量小，特别对于具有多冗馀度的机器人，此法能够避免奇异解的讨论，提高算效率。

This paper discusses the structure, calculation of multiplication and power, eigenvalue and eigenvector, and diagonalizable problems of matrix of rank equal to 1.

摘要对秩等于1的矩阵的结构、乘法与乘幂运算、特征值与特征向量和对角化问题进行了讨论。

This method is not only less than Tree-Adapted Wavelet Shrinkage (TAWS) method in operation amounts but also excellent in image denoising results and reservation of singularity information.

该算法不仅减少了运算量，而且在消噪和保留奇异点信息方面也取了较好的效果。

In this paper, we show that the Pseudo-Symmetric property of spherical point set can be characterized by the eigen values of eigenpolynomial and it has the closeness under the metric sum operation.

本文证明了球面有限点集的伪对称性可以完全由其特征多项式的根来刻画，并到了在度量加运算下伪对称性具有封闭性.