递推关系式

  • 网络recursion relations
递推关系式递推关系式
  1. 利用传输矩阵法,得到传输矩阵元的递推关系式及透射率。

    By means of transfer matrix , we get the recursion relations of the transfer matrix elements and transmittance .

  2. 本文运用矩阵、变换等手段研究了以递推关系式给出的数列求通项的问题,得到了一些结果,提出了一些可行方法。

    This paper , by using matrixes , transformations to study how to solve general terms through the sequence given by recursion relations , gets some results and gives some practical methods .

  3. 递推关系式计算n阶行列式的一个讨论

    A Discussion about Calculating the Determinant of n Degree in Recurrence Relation

  4. 针对MAR模型导出其自协方差函数的递推关系式及计算谱密度的算法,从而从理论上解决了这一模型的谱分析问题。

    This paper derived the recursive formula of autocovariance function and a three-stage algorithm of computing spectral density of MAR model , thus we solved spectral analysis problem of MAR model .

  5. 在水平层状介质模型、平面波源的情况下,通过把模型离散为旅行时相等的小薄层,可以把薄层间的波场递推关系式写成z变换的形式。

    On condition that horizontal layered medium model and plane wave source are adopted , the recursive relation of wave field in laminated layers can be written in the form of z transform by dividing the model medium into some laminated layers in which wave travel times are equal .

  6. 在系统状态噪声和观测噪声为不相关正态白噪声条件下,利用Sorenson-Alspach逼近获得了增益矩阵和协方差矩阵的新的递推关系式。

    By using Sorenson-Alspach approxi - mation , the new recursive form of covariance matrix and gain matrix is derived .

  7. 递推关系式法求行列式的值

    Calculate the Value of a Determinant by Using the Recursion Method

  8. 运用递推关系式可求其值。

    Although its value can be obtained by iterative formula .

  9. 为快速计算,分别寻找到它们的递推关系式。

    For quick computation their recurrence forms are obtained .

  10. 线性循环数列的递推关系式的求法

    A Solution to the Recurrence Relative Formula of the Linear Circular Digital Series

  11. 本文也给出了地球引力系数递推关系式。

    The recurrence relations of the coefficients of the Earth 's gravity have been given in this paper .

  12. 考虑了扭曲叶片的弯曲扭转耦合振动的影响。介绍了状态矢量间的递推关系式。

    Considering bending and torsional vibration in a twisted blade , the transfer formula of state vector is introduced .

  13. 对若当标准形及所使用的可逆矩阵的计算加以简化,并借助若当标准形给出线性递推关系式求解的一般方法。

    By using Frobenius matrix , this paper presents the common solution in another form to linear recurrence formula with constant coefficients .

  14. 本文将对满二叉树的结构进行深入分析,采用深度遍历与广度遍历两种途径给出递推关系式。

    This paper goes deeply into such tree 's structure using both depth search and breadth search , and gives recursive relationship separately .

  15. 周期三对角线性方程组的分布式并行算法关于采用流水线方式进行一簇递推关系式的并行计算

    A parallel algorithm for periodic tridiagonal linear systems for distributed memory systems on pipelined computation of a set of recurrences on distributed memory systems

  16. 通过求解递推关系式,给出了几类循环图上简单随机游动任意两点之间的平均首达时间的表达式;并利用双计法得到了一些新的三角恒等式。

    By solving the recurrent relations , we obtain the explicit expressions for the expected hitting times for simple random walks on several kinds of circulant graphs .

  17. 进一步研究了先复制后移位桥函数的性质,例如递推关系式、数学表达式、乘积特性及正交条件。

    The properties of copy-shift bridge functions , such as , recursive relations , mathematical expressions , product natures , orthogonal conditions of the bridge function are discussed further .

  18. 行列式的计算问题是线性代数中的非常重要的问题,文章运用递推关系式法解决了一类行列式的计算问题,此方法是一种广大本科生容易接受的方法。

    To tackle this problem , an effective method is put forward by introducing the recursion method in this very essay which can be learned easily by the majority of the undergraduates .

  19. 动态规划是一种最优设计方法,它把问题分成若干阶段,利用递推关系式一个接一个依次作出最优决策,使整个过程取得最优结果。

    Dynamic distribution is one optimum method , it divides a problem into several parts , utilizes step-by-step inducing principle to make decision on every part and then gets the optimistic consequence of the total problem .

  20. 给出了一类带双指标的常系数线性递推关系的一般显式解。

    A general recurrence relation for the radial matrix elements of harmonic oscillator ;

  21. 文章首先把数量情形下的向后递推算法推广到向量情形,建立了向量值连分式两相邻渐进分式的一个递推关系式。

    In the paper , the backward algorithm in the scalar case is generalized to the vector case , and a recurrence relation for the difference between two consecutive convergents of vector continued fractions is obtained .