RSA public-key cryptography is based on this property of factorization.
RSA公钥密码系统就是基于这种因数分解特性的。
The factorization theory of meromorphic and entire functions is one of interesting problems in complex analytic function theory.
亚纯函数与整函数的分解理论是单复变函数论中一个令人感兴趣的课题。
A quantum computer allows for more efficient solution of some problems, for instance, the unsorted database search problem and the prime-factorization problem.
量子计算机可以更有效的解决某些问题，比如：对无序数据库的搜索问题和大数质分解问题。
Design a factorization algorithm and analysis of their complexity.
设计一个因子分解算法，并分析其复杂性。
The safe of RSA algorithm based on difficulty in the large number factorization.
RSA算法的安全性依赖于大数的因数分解的困难性。
The algorithm relies on a QR factorization approach to the least-squares detection problem.
该算法利用QR因式分解以解决最小二乘方探测问题。
In Part Two we study the theory of entwining structures and that of factorization structures.
第二部分研究了代数与余代数之间的缠扭结构以及与其密切相关的代数分解理论。
The Paper presents a new U-D factorization based least squares methods for complex estimation.
本文提出了基于复数U - D分解的复参数最小二乘估计方法。
The paper presents a new U-D factorization based least squares methods for complex estimation.
提出了基于复数U - D分解的复参数最小二乘估计方法。
In chapter 5, the realization and factorization of higher-order singular systems have been studied.
第五章，研究了高阶奇异系统的实现与因子分解问题。
An algorithm with regularization constrains for nonnegative matrix factorization (RCNMF) is proposed.
提出一种带有正则约束的非负矩阵分解算法(RCNMF)。
An attacker could generate a forged signature on the assumption when the factorization problem is solved.
一旦因子分解问题可解，攻击者就可以伪造签名。
The security of the scheme is based on the difficulty of integers factorization without the random oracle model.
作为短签名时，签名是一次性的，该方案的安全性证明不需要随机预言机模型。
The control design is achieved by using backstepping, tuning functions, SDU factorization and estimating parameters.
通过综合应用反推、调节函数、SDU分解和估计参数，得到了控制器的设计。
A novel method based on factorization and bundle adjustment, as well as its principle and implementation is presented.
针对现有算法中精度与计算量的矛盾，提出一种基于因子分解与光束法平差的新算法。
Non-negative matrix factorization has non-negative and local characteristics, and it is a new feature extraction method.
非负矩阵分解具有非负性和局部性的特点，是一种新型的特征提取方法。
Methods A simple method for distinguishing of exponential distribution family is obtained based on factorization theorem.
方法在因子分解定理的基础上提出了一个判别指数型分布族的简单方法。
By implementing spectrum factorization on the half-band filters, all the analytic and synthetic filters were constructed.
再对半带滤波器进行谱分解，构造出了各分析和综合滤波器。
Meanwhile, by polyphase factorization, it was proved that the low-pass filter satisfies perfect reconstruction condition.
同时借助多相位分解，证明了多通道低通滤波器满足完全重构条件。
The factorization method for three-dimensional oscillator to show the method for formula match and recurrence relation in CA;
以因式分解法解三维谐振子径向方程为例说明解析递推关系和公式匹配的计算机处理；
Decomposition of dynamic matrix becomes a new research topic as soon as the LP dynamic factorization and kernel matrix came out.
随着线性规划动态分解和核心矩阵的出现，矩阵的动态分解成为了一个新的研究课题。
It mainly discusses units, prime elements, factorization, the properties of residue class ring of quadratic domain in the paper.
主要讨论了二次整环的单位、素元、因子分解、二次整环的剩余类环的性质等问题。
In this article, the sparse non-negative matrix factorization algorithm is applied to quantitative predict the mineral resources.
本文主要是论述稀疏非负矩阵分解算法在矿产资源定量预测中的应用研究。
An algorithm for medical X-ray image enhancement based on human visual properties and improved PCNN image factorization is proposed.
提出一种基于人眼视觉特性和改进的PCNN图像因子分解的X线医学图像增强算法。
The explicit scheme ULWC is used on the coarse grids and the implicit delta-form approximate factorization scheme on the fine grids.
粗网格用显式ULWC格式，细网格用隐式余量型近似因式分解格式。
An implicit approximate factorization scheme (AF2) is employed in this paper to obtain the numerical solutions of TSD and TSTD equation.
本文采用近似因式分解(AF 2)方法，数值求解二元跨音速小扰动速势方程。
A new algorithm of solving block tridiagonal systems is proposed, which is based on the special factorization of block tridiagonal matrix.
根据块三对角矩阵的特殊分解，给出了求解块三对角方程组的新算法。
The parameter estimation problem to the invertible vector moving average (ma) model essentially is a matrix spectral factorization problem.
可逆的向量滑动平均(MA)模型参数估计问题本质上是一个矩阵谱分解问题。
Up to now most of the known proxy digital signature schemes are based on discrete logarithmic problems or big number factorization problems.
现有的代理数字签名方案大多是基于离散对数问题和大数因子分解问题的方案。
Up to now most of the known proxy digital signature schemes are based on discrete logarithmic problems or big number factorization problems.
现有的代理数字签名方案大多是基于离散对数问题和大数因子分解问题的方案。
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