1.
Direction finding of signal subspace fitting algorithm based on reconstructed fractional lower order covariance
重构分数低阶协方差的子空间拟合测向算法
2.
Finite-difference Approximation for One-dimensional Fractional Percolation Equation
一维分数阶渗透方程的有限差分逼近
3.
High-Order Difference Schemes of Exponential Type for Convection Diffusion Equation with Source Term;
对流扩散方程的指数型高阶差分格式
4.
An implicit finite difference method for a class of fractional dispersion advection equations
一类分数阶平流—扩散方程的隐式有限差分方法
5.
Linearized Oscillation for Even Order Neutral Difference Equation;
偶数阶中立型差分方程的线性化振动性
6.
Globally Uniformly Asymptotic Stability of Second Order Difference Equations with Variable Coefficients;
二阶变系数差分方程的大范围一致渐近稳定性
7.
Asymptotic Behavior of Nonoscillatory Solutions of Second Order Deley Difference Equations with Oscillating Coefficients;
振动系数二阶差分方程非振动解的渐近性
8.
EVENTUALLY POSITIVE SOLUTIONS OF EVEN ORDER NEUTRAL DIFFERENCE EQUATIONS
偶数阶中立型差分方程最终正解的存在性
9.
Oscillation of Certain Second-Order Neutral Difference Equation with Oscillating Coefficient
一类具振动系数的二阶中立型差分方程振动性
10.
Green Function and Positive Solutions for Boundary Eigenvalue Problem of nth Order Difference Equation
n阶差分方程特征边值问题的Green函数和正解
11.
A Group of Difference Schemes with 3~(rd)-Order Accuracy for Solving Convective Equations
数值求解对流方程的一族三阶精度差分格式
12.
Oscillation for a Class of Odd-order Nonlinear Neutral Delay Difference Equations
奇数阶非线性中立型时滞差分方程的振动性
13.
Oscillation for a Class of the Higher Order Nonlinear Neutral Difference Equations
奇数阶非线性中立型差分方程的振动性
14.
The New Methods of DOA Estimation Based on Fractional Lower Order Cyclic Statistics
基于分数低阶循环统计量的DOA估计新方法
15.
Research of Near Field Source Localization Method Based on Higher Order Statistics and Fractional Lower Order Statistics;
基于高阶统计量与分数低阶统计量的近场源定位方法研究
16.
Use Covariance to Evaluate the Teaching Effect of High Maths;
利用协方差分析法合理评价高数教学效果
17.
Two Steps Method and Bootstrap Algorithm for Covariance Parameters for Credibility Regression Models with Moving Average Errors;
具有MA(q)误差线性模型协方差阵参数的分步估计与Bootstrap算法
18.
t he unbiased error variance obtained by analysis of variance of RFE could improve the precision of the estimates of second order genetic parameters.
通过方差分析联合估计提供的误差方差可增加二阶遗传参数的估计精度