分式

fēn shì
  • fraction
分式分式
分式[fēn shì]
  1. 为D上的线性分式自映射情形时C(?)

    When ( ? ) is linear fraction transformation in D.

  2. n节连分式算法是一个实用的一维搜索方法。

    N-joint continued fraction algorithm is a practical method for one dimensional research .

  3. 本文以社会总费用即投资,运行费和事故损失费的总和最小为目标,采用连分式极值有理法,对GIS变电站绝缘配合的优化设计进行了研究。

    This paper studies the optimization design of insulation coordination in GIS .

  4. 关于线性分式函数的n次迭代及其应用

    On Iteration of Linear Fractional Function and Applications

  5. n点连分式算法的收敛性

    The Convergence of N Points Continued Fraction Algorithm

  6. 连分式下两粒子跳跃离散Master方程的严格解

    Exact Solution of Discrete Master Equations with Two-particle Jumps

  7. 本文提出的CAD系统能够对电梯中分式厅门机构进行参数化设计,并能帮助设计者对某些零部件进行方案设计。

    The paper presents a parametric CAD system of the elevator landing door .

  8. 讨论了一般有理分式函数f(x,y)的极限存在性定理。

    The limit existence theorem for general fractional rational fuction is discussed .

  9. 分式不确定性系统基于参数化特征结构配置的H∞干扰抑制

    H_ ∞ disturbance attenuation based on parametric eigenstructure assignment for a class of uncertain systems

  10. 在(F,ρ)-凸性条件下研究了一类多目标分式规划问题的最优性条件。

    The multi-objective fractional programming with the ( F ,ρ) convexity is studied .

  11. 具有(F,α,ρ,d)-凸广义分式规划的混合型对偶

    Mixed Dual for Generalized Fractional Programming with ( F ,α,ρ, d ) - Convexity

  12. 分式R0代数及R0代数上的Gabriel滤子

    R_0 Algebra of Fractions and Gabriel Filters on R_0 Algebras

  13. 一类矩阵连分式及其Padé-逼近

    A Matrix Continued Fractions and Their Pad é - Approximations

  14. 差分式连续时间CMOSOTA-C双二阶滤波器

    Fully Differential Continuous Time CMOS OTA-C Biquad Filter

  15. 差分式CMOS多功能电流模式滤波器

    Fully Differential CMOS Multi-function Current - mode Filters

  16. 基于MEMS技术的差分式微波信号相位检测器

    Differential microwave phase detector based on MEMS technology

  17. 多目标广义分式规划的Lagrange最忧性条件和对偶理论

    Multiobjective generalized fractional programming : lagrange optimality conditions and duality theory

  18. 给出了一般多目标分式规划问题(P)及其Mond-Weir型对偶问题(D)关于G-Pareto解的两个对偶性定理。

    Gives two duality theorems of G-Pareto solution for generalized multiobjective fractional programming problem ( P ) and its Mond-Weir type dual problem ( D ) .

  19. 分析分式网络仿真系统的需求,给出以Java虚拟机为平台的分布计算系统的对象设计结构,并简要介绍所开发的仿真器的功能。

    The requirements of JVM ( Java Virtual Machine ) based distributed computation for networks simulating were discussed in this paper .

  20. 关于广义逆的向量连分式插值样条(英文)矩阵和的g逆的表示式

    On Generalized Inverse Vector Valued Continued Fraction Interpolation Splines One Kind of Expression for the Generalized Inverse of the Sum of Matrices

  21. 广义T(+m)变换对极限k(k≥2)循环连分式的加速收敛

    Acceleration of limit k ( k ≥ 2 ) - periodic continued fractions by the generalized t_ ( + m ) transformation

  22. G-(F,ρ)凸性下的非光滑多目标分式规划弱广义Lagrange鞍点

    Weak generalized Lagrange saddle point for the nonsmooth multiple objective fractional programming with g - ( f ,ρ) convexity

  23. Mie散射向前递推连分式算法及其数值模拟

    Onwards continued fraction algorithm for Mie scattering and numerical simulation

  24. 本文对极限循环连分式K(an/1)的逼近序列引入合成序列变换,选择适当的辅助序列得到G-B变换;

    The composite sequence transformation is used for approximate sequence of limit periodic continued fraction . The G B transformation is obtained by choosing apposite auxiliary sequence .

  25. Banach空间中分式规划的一个K-T型充分条件

    The K-T sufficient condition of fractional programming in Banach Space

  26. 基于MCCⅡ的差分式电流模式连续时间滤波器

    MCC ⅱ Based Fully Differential Continuous Time Current Mode Filter

  27. 第3部分,在泛函的变分式中引入Lagrange乘子,进而推导出非完整力学的真实轨道方程。

    By introducing Lagrange multipliers into variational expression of functional , actual trajectories of non_ holonomic systems are derived .

  28. Lucas数分式之和

    The Involving Fraction Sum of Lucas Numbers

  29. 利用复数坐标系z平面的分式线性变换,讨论了偏心圆柱形电容器内的电场分布.概括了平行圆柱形电极间电场分布的一般性结论。

    Using the linear conversion in the complex coordinate system , the distribution of the electric field inside a bias round-pole capacitor is discussed .

  30. 从有理分式拟合方法出发,提出了用于射频CMOS平面螺旋电感2π等效电路模型参数提取的新方法。

    A novel parameter extraction method with rational functions is presented for the 2 - π equivalent circuit model of RF CMOS spiral inductors .