1) difference order
差分阶数
1.
The time series model of Guangxi s GDP is established using comprehensively the method of judging the stationary time series process, using the method of unit root to test the difference order, and using the autocorrelation and partial autocorrelation functions graph to identify the autoregressive process of order (AR(p)) and sliding average process of order (MA(q)).
综合运用了判别时间序列平稳性的方法,利用单位根方法检验时间序列的差分阶数;利用自相关函数图和偏相关函数图判别时间序列模型的自回归阶数(AR(p))和滑动平均阶数(MA(q)),建立广西GDP的时间序列模型。
2) fourth-order exponential difference scheme
四阶指数差分
1.
A fourth-order exponential difference scheme and it s applications in FDTD;
四阶指数差分及其在FDTD中的应用
3) FLOC
[英][flɔk] [美][flɑk]
分数低阶协方差
1.
α-Spectrum Estimation for AR SαS Processes Based on FLOC;
基于分数低阶协方差的AR SαS模型α谱估计
2.
For the impulse noise, the time-delay can be estimated by computing the FLOC(Fractional Low-Order Covariance).
由于脉冲噪声服从低阶分布,采用分数低阶协方差方法,可以得到较好的时延估计精度及良好抗噪声能力和抗混响能力,比较适合室内的语音源定位。
3.
The drawback of the parameter estimation method for ARMA SαS process based on fractional lower order moments(FLOM) was analyzed,and based on the conception of fractional lower order covariance(FLOC),a new parameter estimation method of ARMA SαS process was proposed based on FLOC coefficient.
分析了基于分数低阶矩(FLOM)估计ARMA SαS模型参数的不足,根据分数低阶协方差(FLOC)的概念,提出了一种基于分数低阶协方差系数估计ARMA SαS模型参数的方法。
4) high-order ETD
高阶指数差分
5) fractional lower order covariance
分数低阶协方差
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.
In order to solve the degenerative performance of Capon filterbank spectral estimation under alpha-stable distribution noise, a new spectral estimation method based on improved Capon filtrbank is presented, the traditional Capon filterbank is reconstructed with fractional lower order covariance(FLOC).
为了解决Capon滤波器组谱估计方法在稳定分布噪声下性能出现退化的问题,提出了一种改进的Capon滤波器组谱估计方法,利用分数低阶协方差(FLOC)对传统的Capon滤波器组进行重构。
6) Fractional-order difference filter
分数阶差分滤波器
补充资料：对称差分(n阶的)
对称差分(n阶的)
symmetric difference of order
对称差分(n阶的)l另11111州tric山ffer曰℃eof份der‘c“MMe邓一，ecK即pa3Hoc几“op，皿Kan」，一元实变函数f在点x上的 表达式 声/n、，.、。，/.n一Zk八 △口ffx，h)=)l:’1(一1)“f lx十二二~一竺二生h 1. 一‘““一””k饥戈k/、‘产“戈一2‘’/‘将h换成Zh，下面的表达式也称为对称差分: 息川(一1)*，‘二+、。一2、)。).假若f(x)在x有n阶导数厂时(x)，那么 △二f(x，h)=./戈n)(x)h”+o(h”). T .fl .J’IyKame皿。撰
说明：补充资料仅用于学习参考，请勿用于其它任何用途。
参考词条