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multiplications相关的网络例句

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与 multiplications 相关的网络例句 [注:此内容来源于网络,仅供参考]

But it could perform 50 multiplications per second , a feat unmatchable by either a human or the latest adding machine

但它每秒能演算50次,这是个人和任何最新的算术计算机均无法比拟的。

To obtain the high quality image of discrete phase distribution, the paper puts forward a new algorithm of image reconstruction, which is based on minimum two multiplications and SIRT iterative technique. The experimental results show that the model is reliable, the accuracy of algorithm is higher, the reconstructed image accords with the actual situation, and the quality of reconstructed image is improved.

为获取高质量的离散相分布图像,根据基于约束的最小二乘法和SIRT算法,提出了一种带有最优修正的新的图像重建算法,实验结果证明具有很高的图像重建精度,图像质量得到改善。

The window method is also used to reduce significantly the number of modular multiplications needed for completing modular exponentiation.

在设计中还采用了窗口法减少模幂运算过程中所需进行的模乘运算次数,大大提高了处理速度。

The window method is used to significantly reduce the number of modular multiplications needed for completing the modular exponentiation.

在设计中还采用了窗口法减少模幂运算过程中所需进行的模乘运算次数,大大提高了处理速度。

The merit of the invention are: 1 adopting free curved surface imaging method , three part reflection type Zernike polynomial free curved surface forms short focal distance bigger, relative apertures bigger fields of view angle imaging , rectifying optical aberration much better and its structure is simple; 2 adopting the reflection structure without optical lens, has removed the effect of various chromatic aberration , guarantee the imaging articulation; 3 adopt the design of short focal distance big fields of view angle, focal distance 8 - 15 mm, field of view angles 100 -135 degree, having 120 times multiplications under 250 mm imaging distance, having ultra-thin characteristic property; 4 adopting big relative apertures design ,the relative aperture is 2.0-2.4, having improved the illuminance of flat surface; 5 adopting image space telecentric imaging method , ensures that the image surface irradiance is homogeneous.

本发明的优点是:1采用自由曲面成像方法,三片反射式Zernike多项式自由曲面形成短焦距大相对孔径大视场角成像,更好地校正像差,结构简单;2采用无透镜形式的反射式结构,消除了各种色差影响,保证成像清晰度;3采用短焦距大视场角设计,焦距8~15mm,具有100~135度的视场角,在250mm成像距离下有120倍的放大倍数,具有超薄特性;4采用大相对孔径设计,相对孔径为2.0~2.4,提高像平面上的光照度;5采用像方远心成像方法,保证像面辐照度均匀。

And then, this paper presents an algorithm of computing the left inverse or right inverse for these special rectangle matrices. In thenormal algorithms for solving these problems, we need O(m2n) multiplications ordivisions. The algorithms in this paper only need O + O(n2) multiplications ordivisions. The paper is built as follows.

常规的计算m×n阶不相容线性方程组的极小范数最小二乘解的算法所需计算量为O(m~2n),而本文根据特殊矩阵的特殊结构,通过两种不同的构造方式给出了两类不同的计算极小范数最小二乘解的快速算法,并给出了求特殊矩阵的左逆及右逆的快速算法,它们的计算量均为O+O(n~2)。

Multiplier and multiplicand were distinguished on multiplications with different coding methods.

算法在单向无环图上计算距离,提取出变量的分组和结合顺序;对不同编码方式的乘法器,识别乘数和被乘数的结合顺序。

In this paper well verify that it is true for tree(a special type of bipartite graph)vertex-multiplications, and it is a extention to one of the results in paper.In the second chapter, from the point of view of non-decreasing degree sequence we give a degree-maximal non-Hamilton simple balanced bipartite graph bm,n. We give a result below.

第二章中从图的不减度序列角度给出了一类度极大的非哈密尔顿简单平衡二部图,并且证明了:任何非哈密尔顿的简单平衡二部图,它的不减度序列一定弱于此类图中的某个图b_的度序列。

In 1614, John Napier discovered the logarithm which made it possible to perform multiplications and divisions by addition and subtraction.

1620年,牛津的埃德蒙·甘特发明了一种使用单个对数刻度的计算工具,当和另外的测量工具配合使用时,可以用来做乘除法。

With the new method,the amount of scalar multiplications based on those curves can be reduced greatly.

在有效实现椭圆曲线密码体制的研究中,安全椭圆曲线的选取和标量乘法的快速计算又是其中的两个主要问题。

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