多项式分布

词组短语

polynomial distribution

与多项式分布相关的网络例句 [注：此内容来源于网络，仅供参考]

We develop a statistical mechanics for this multi-polynomial distribution based on the equal a priori probabilities and the probability theory.

这样就可以利用等概率原理和标准的概率论建立一个适用于有限粒子数的多项式分布统计力学。

The model was composed of the autoregression part and the polynomial distributed lag part.

建立的模型由两部分组成：陀螺输出的自回归项和温度梯度的多项式分布滞后项。

Some basic properties of σ- LFSR over F4 are studied, such as nonlinearity, cycle structure distribution of state graph, the largest period and counting problem related. The conclusions are as follows:The coefficient ring of σ-LFSR is isomorphic to the matrix ring over F,. The cycle structure of σ- LFSR is consistent with that of the determinant of the corresponding polynomial matrix if and only if the feedback polynomial of - LFSR does not contain nontrivial factor over F2,. The counting formula of the number of σ- LFSR with inconsistent cycle structure is also showed in that part. The period of σ-LFSR with degree n is maximum if and only if the determinant of the corresponding polynomial matrix is the primitive polynomial with order 2n over F2,.

本文研究了有限域F_4上的σ-LFSR的一些基本性质，如非奇异性、状态图的圈结构的分布、最大圈的充要条件及相关的计数问题等，得到以下结论：σ-LFSR的系数环同构于F_2上的矩阵环；σ-LFSR的状态图的圈结构与对应的多项式矩阵的行列式的圈结构一致的充要条件为σ-LFSR的反馈多项式不含有非平凡的F_2上的因式，给出了圈结构不一致的σ-LFSR的计数公式； n次σ-LFSR周期达到最大，当且仅当对应多项式矩阵的行列式为F_2上的2n次本原多项式。

In this dissertation, we mainly focus on the computation of Jones polynomial and some its related polynomials of links in knot theory and analyze the distribution of their zeros.

本论文主要研究扭结理论中链环的Jones多项式和一些相关多项式的计算以及Jones多项式的根的分布，使用的方法基本上是组合方法。

In chapter5, the serial properties of numerical range of operator polynomial are put firstly. Secondly, the relation between numerical range of operator polynomial and n-numerical range are considered. Thirdly, in the light of matrix norm, matrix singular value, the regions and bounds of numerical range and spectrum of operator polynomial are dicussed carefully.

第五章研究了算子多项式数值域的性质、算子多项式数值域与n-次数值域的关系，特别地利用矩阵范数、矩阵的奇异值、非负矩阵的理论、友矩阵为工具，给出了算子多项式数值域及谱的范围全面刻画，并深刻地研究了算子线性束的正则性的等价条件及谱分布。

The spatial distribution of intra-node flux and source were approximated by a new orthogonal quadratic polynomial expansion, and a second-order polynomial provided the spatial expansion of transverse-leakage. The neutron angular distribution of flux and transverse-leakage were represented by the S quadrature set.

节块内横向积分通量、中子源的空间分布使用新的正交二次多项式近似；横向泄漏项的空间分布使用二阶多项式近似；中子通量和横向泄漏的角度通过离散纵坐标S

In the article , we adopt the Unrestricted Polynomial Distribution Lag model in

本文采用经济计量学中无约束多项式分布滞后模型，研究了利用

of polynomial distribution lag model was employed.

研究方法：多项式分布滞后模型和实证分析法。

There are several processing mode of the unsteady Kuta condition, a appropriate choice will improve the convergence velocity of iterative, this paper has choosed the dipole intensity near the training edge is polynomial distribution to satisfy the unsteady Kuta condition by compare experiment.

非定常库塔条件的处理有多种，合适的处理方式有助于提高迭代收敛的速度，通过对不同处理方式的尝试比较，选取尾缘附近偶极子强度为多项式分布来满足非定常库塔条件。

Because of its easily calculating and its accurately description parametric method has became mainstream in study field, polynomial hazard function distribution model was a large class of parametric models, when the dates are not readily handled by one of the common models such as exponential distribution or Weibull distribution, polynomial hazard function model always be used to provide adequate fits of the dates.

随着该学科的发展，大量参数、非参数方法相继提出，特别是生存分析的参数方法，以其处理简便、描述准确成为生存分析研究的主流方向。多项式危险函数模型是参数模型中的一大类，当一批数据不能用熟知的一些分布，诸如Weibull分布、对数正态分布进行很好的描述时，常常使用多项式危险函数模型。

与多项式分布相关的网络解释 [注：此内容来源于网络，仅供参考]

bivariate normal target distribution：二维规范目标分布

bivariate normal distribution | 二元正态分布 | bivariate normal target distribution | 二维规范目标分布 | bivariate polynomial | 双变量多项式

bivector multinomial distribution：二维向量多项式分布

bivariate uniform distribution 二元均匀分布 | bivector multinomial distribution 二维向量多项式分布 | bivinyl rubber 丁二烯橡胶

multinomial coefficient：多项式系数

multinomial 多项式 | multinomial coefficient 多项式系数 | multinomial distribution 多项分布

multinomial coefficient：多项式系数,多项式展开系数

www.mapeng.net 马棚网 | multinomial coefficient 多项式系数,多项式展开系数 | multinomial distribution 多项分布

negative multinomial distribution：负多项分布; 负多项式分布

negative movement 负相运动 | negative multinomial distribution 负多项分布; 负多项式分布 | negative nitrogen balance 负氮平衡

negative multinomial distribution：负多项式分布;负多项式分配

负动差 negative moments | 负多项式分布;负多项式分配 negative multinomial distribution | 负偏度 negative skewness

factorial multinomial distribution：阶乘多项式分布

factorial moment generating function 阶乘矩母函数 | factorial multinomial distribution 阶乘多项式分布 | factorial polynomial 阶乘多项式

polynomial coefficient：多项式系数

polynomial approximation 多项式近似 | polynomial coefficient 多项式系数 | polynomial distribution 多项分布

polynomial distribution：多项分布

polynomial coefficient 多项式系数 | polynomial distribution 多项分布 | polynomial equation 多项式方程

bivariate uniform distribution：二元均匀分布

bivariate table 二维表 | bivariate uniform distribution 二元均匀分布 | bivector multinomial distribution 二维向量多项式分布