1.
Direction-of-Arrival Estimation Method of Coherent Signals Based on Data Matrix Reconstruction for Conjugate ESPRIT(C-SPRIT)
基于数据矩阵重构的相干源波达方向共轭ESPRIT(C-SPRIT)估计方法
2.
Construction of the Encryption Matrix Based on Matrices Tensor Production
基于矩阵张量积的数据加密矩阵的构造
3.
The Study of Symmetry of Far-field Operation and Reconstruction for Boundary of Obstacle with Incomplete Data;
远场矩阵的对称性及数据缺失情况下障碍边界重构的问题研究
4.
The Research of the Method of Generating the Public Transport Travel OD Matrix Based on the Data of IC Card;
基于IC卡数据的公交OD矩阵构造方法研究
5.
A Research on the Structure of OD Matrices of Public Transport Intelligent Card Data;
IC卡公交乘车数据库OD矩阵的构造研究
6.
The Data Construction of CGE Model of Beijing Olympic Economic-Social Accounting Matrix;
北京奥运经济CGE模型的数据构建——社会核算矩阵
7.
On three-item statement analysis of constructing data matrix
构建数据矩阵的方法之三项情形分析初探
8.
Calculation and realization of the weight coefficient matrix of fan-beam structure in optical PT;
光学PT扇束结构权重系数矩阵计算与实现
9.
Task Decomposition & Recombination Design Structure Matrix Based on Interval Number
基于区间数设计结构矩阵的任务分解与重组
10.
Parameter estimator for incoherently distributed source based on matrix rebuild
基于矩阵重构的非相干分布源参数估计方法
11.
Firstly, it deals with the data of information system and create the binary discernible matrix.
首先对信息系统的数据加工泛化，构造其二进制可辨矩阵。
12.
a matrix giving the correlations between all pairs of data sets.
展示每对数据关系的矩阵。
13.
The GWM model for splice signals is a mixture of weight matrix models (WMM) with unknown number of components.
分组权重矩阵是一个子总体数未知的混合权重矩阵模型。
14.
Research on Matrix Reconstruction in RAID Controller
RAID控制器中矩阵重构方法研究
15.
Estimation of the Idempotent Index Based on AFS Structures;
基于AFS结构矩阵的幂等指数估计
16.
With two parameters of the matrix structure Fibonacci-Hessenberg;
含2个参数的Fibonacci—Hessenberg矩阵的构造
17.
The Construction of Gorenstein Projective Modules over Upper Triangular Matrix Artin Algebras
上三角矩阵Artin代数上Gorenstein投射模的构造
18.
Finally, As the maximum ordinate degree principle, so we can judge to which predefined classification a text belongs. The paper elaborates theory basis, selection of judgement factors、 construction of judgement matrix、 concrete classification algorithm.
文中详细描述了算法的理论依据、评判因数的选择、评判矩阵的构造及分类算法。