Newton method 基本解释
网络 牛顿法; 牛顿迭代法; 拟牛顿法; 牛顿切线法; 牛顿方法
重点词汇
Newton method 双语例句
- 1、
Inexact Generalized Newton method with New NCP Function
带新的非线性互补函数的广义非精确牛顿法 - 2、
And for non-linear SCLC model, its numerical solution can be given by matrix iteration with Newton method.
对于非线性模型,可以通过牛顿法做矩阵迭代计算求出其数值解。 - 3、
A Generalized Newton method and Its Convergence for Absolute Value Equation
绝对值方程的广义牛顿算法及其收敛性 - 4、
This method can quickly approach the answers from the initial value, and extend the boud of initial value. Moreover, it is more efficient than Newton method.
此法对于一般的给定初值,能很快逼近真实解,从而扩大了解的收敛范围,更重要的是与牛顿法相比更加高效。 - 5、
Based on closed-loop vector equation of planar linkage mechanism, Newton method is introduced this paper for solving position problems of these mechanisms.
从平面连杆机构的闭环矢量方程出发,介绍了求解平面连杆机构位置问题的牛顿迭代法。 - 6、
The Modified Newton method in Banach Spaces and its Convergence
Banach空间中改进的Newton法及其收敛性 - 7、
Variable Step Newton method for Solving the Nonlinear Equations of Aero Turbine Engines
求解航空发动机非线性方程组的变步长牛顿法 - 8、
Based on the continuous elastomer theory, director equations are analyzed by comparing advantages and disadvantages of Newton method, simulated annealing and iterative algorithm.
根据连续弹性体理论对指向矢方程进行分析,对比研究了牛顿法、模拟退火法和差分迭代法的优劣。 - 9、
A Smoothing Newton method for Mathematical Programs with Linear QVI Constraints
线性QVI约束的数学规划的光滑牛顿法 - 10、
A Jacobian Smoothing Newton method for Solving Nonlinear Complementarity Problems
求解非线性互补问题的雅可比光滑牛顿法 - 11、
A one-step smoothing Newton method for mixed complementarity problem with P_0-function
求解混合互补问题的一步光滑牛顿法 - 12、
A Smoothing Newton method for Generalized Nash Equilibrium Problems
求解广义纳什均衡问题的光滑牛顿法 - 13、
Rank-two BFS Quasi Newton method and Its Realization in MATLAB for Nonlinear Equations
非线性方程组的BFS秩2拟Newton方法及其在MATLAB中的实现 - 14、
A convergence proof is given for the continuous analog of the Newton method for linear semi-positive definite operator equations and convergence rates are obtained.
对半正定线性算子方程考虑了一类连续正则化牛顿方法,给出了收敛证明,得到了收敛率。 - 15、
Semilocal Convergence of the Newton method for Nonlinear Complementarity Problems
非线性互补问题牛顿法的半局部收敛性 - 16、
To Resolute Gentle Curve Section Coordinate through Inverse Calculation with Simplified Newton method
用简化牛顿法进行缓和曲线段坐标反算解算 - 17、
An optimization method for large scale problems which combines Newton method and Interated-Subspace method is proposed.
结合牛顿法与子空间迭代的思想,给出了一种求解大型优化问题的方法。 - 18、
Discretization of Newton method for Nonlinear Equations in Two Unknowns and its Transformation to Fixed-point Iteration Form
非线性二元方程牛顿法的离散化及固定点形式的转化 - 19、
In this paper, the calculations are decreased efficiently and the result has the same precision in calculation by optimizing the initial number of Newton method and design of divider.
文中采用牛顿迭代法,通过对牛顿迭代初始值的优化及除法器的优化设计,在保证计算精度的前提下有效地降低了求模运算量,并已应用于实际雷达系统中。 - 20、
Parallel Newton method for power system transient stability simulation
电力系统暂态稳定性并行牛顿计算方法 - 21、
A Modified Smoothing Newton method and Convergence for Generalized Nonlinear Complementarity Problems
广义互补问题的改进Newton算法及收敛性 - 22、
A Modified Newton method and Its Continuous for Nonlinear Equations
非线性方程组的一种修正牛顿法及其连续型 - 23、
The Newton method for solving non-negative constraint problems is proposed.
提出了求解非负限制问题的Newton型算法。 - 24、
A hybrid algorithm exploiting Newton method and inexact Newton method for one dimension optimization problems is presented.
利用牛顿法和不精确牛顿法构造了1维代化问题的混合算法。 - 25、
Local convergence of inexact Newton method is discussed.
研究了不精确牛顿法的局部收敛性态。 - 26、
The extension of the modified Newton method is also discussed.
文中也讨论了改进Newton方法的推广问题。 - 27、
Based on smoothing the Fischer-Burmeister function, a new smoothing Newton method is presented in this paper.
在光滑Fischer-Burmeister函数的基础上,本文给出了二次锥规划的一种新的光滑牛顿法。 - 28、
The coupled linear partial differential equations with periodic coefficients are derived using the Newton method.
利用牛顿法推导了带周期系数的线性偏微分方程; - 29、
A new algorithm for 1 p data fitting based on Gauss Newton method is deduced.
在Gauss-Newton法的基础上推导了一种用于大p值的1p数据拟合的算法。 - 30、
At the same time, using inexact Newton method to solve the equation has been developed quickly.
而与此同时,利用非精确牛顿法求解方程的研究有了很大进展。

