1) difference branch number
差分分支数
1.
A decision theorem is given for the linear branch numbers and the difference branch numbers of the invertible linear transformations on F8×42,And a siuplified decision theorem is given for a specialinvertible linear transformation,namely the cyclic shift plus on F2.
对F82×4上可逆线性变换给出了其线性分支数和差分分支数的一个判定定理,并对特殊的可逆线性变换即循环移位模2加给出了简化的判定条件。
2) fractional differencing
分数差分
1.
This paper proposes a new method to model and predict network traffic based on fractional differencing and fuzzy-AR model.
文章提出了一种利用分数差分和Fuzzy-AR(模糊自回归模型)进行网络流量建模和预测的新方法。
2.
Univariate forecasting methods are still used far more in practice, such as Fractional Differencing models, Structural models and Bayesian Forecasting methods.
单变量方法在实际中使用最多 ,主要涉及分数差分模型、结构模型、贝叶斯预测方法。
3) Fractional difference
分数差分
1.
The characteristic of the unitary auto correlation function of the fractionally differenced result of the random fractal signal is analyzed on the basis of the fractional difference equation.
从随机分形信号的分数差分方程入手,分析了随机分形信号分数差分后输出信号的归一化自相关函数特性,提出了采用分数差分结果的K步截尾特性作为测试表达式进行参数估计。
2.
A new method to model and predict network traffic based on multi-fractional difference and AR model was proposed in this paper.
网络流量的分析、模型仿真以及流量的预测,在网络管理和设计中起着很重要的作用,提出了一种利用多重分数差分与自回归模型进行网络流量建模和预测的新方法。
4) branch coefficient
分支系数
1.
Fast calculation on branch coefficient in protection relay setting and coordination;
继电保护运行整定中计算分支系数的快速方法
2.
In this paper the function and structure of relay setting on-line coordination system are presented,in which accurate fault calculation model is adopted and branch coefficient is no more introduced,so the computation accuracy is improved.
介绍了电网保护定值在线整定系统的功能和结构,该系统采用精确的故障计算模型,不再引入分支系数,提高了计算精度。
3.
Different elements influencing calculation of line branch coefficient and sideline current addition coefficient are fault points,fault types and operating modes.
为了提高继电保护整定计算的准确性和效率,对线路继电保护整定计算中的助增系数和分支系数进行优化选择。
5) odd branches
奇数分支
6) branching factor
分支因数
1.
Moreover, the analysis has indicated that the asymptotic heuristic branching factor is same as the brute-force branching factor.
分析还表明渐进启发分支因数与遍历分支因数相同。
2.
The branching factor of a regular search tree has a decisive effect on the time complexity of a search algorithm.
正则搜索树的分支因数对算法的复杂度有决定性影响。
补充资料:差分
1.古数学名词,即衰分。分配比例的算法。 2.差错。
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