1.
The Elimination by Step-Adjust to Solove Morbid Equations;
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对一类病态方程组的逐次调整消元法解法
2.
The classic difference scheme of Euler is employed to solve the forward problem, and the truncated singular value decomposition is used to solve the ill-conditioned system of algebraic equation.
用古典欧拉差分格式求解正问题,用截断奇异值分解法求解病态方程组。
3.
A Novel Method for Solving Ill-Conditioned Linear System:Augmented System Method
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病态线性方程组新解法:增广方程组法
4.
Using Genetic Algorithms to Solve Large Scale Ill-Conditioned Linear Systems of Equation;
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用遗传算法解大规模病态线性方程组
5.
Simulated Annealing Algorithm for Solving Ⅲ-conditioned Linear Systems
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求解病态线性方程组的模拟退火算法
6.
in a morbid manner or to a morbid degree.
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以病态的方式或达到病态的程度。
7.
Iteration Algorithm of One Linear Ill-conditioned Equation Group for In-situ Measurement of Radionuclide-depth-distribution
核素深度分布就地测量中病态线性方程组的迭代解法
8.
The Large Time Behavior of Solutions for Hyperbolic and Hyperbolic-parabolic Systems;
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双曲方程组与双曲—抛物方程组解的大时间状态估计
9.
blood pressure(BP). heat rating(HR). Results: The test group surpass in under-standing self diseases,anesthesia and operation were higher than the control group;
观察组病人对自身疾病、麻醉、手术方式的认知程度高于对照组;
10.
diseased tonsils; a morbid growth; pathologic tissue; pathological bodily processes.
![点击朗读](/dictall/images/read.gif)
患病的扁桃体;病态生长;病态组织;病态肌体活动。
11.
Application of Genetic Algorithm to Solve Ill-Conditioned Equations for GPS Rapid Positioning
遗传算法在GPS快速定位病态方程解算中的应用
12.
The Study of Solutions of Nonlinear Nonstationary Thermally Coupled Systems;
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非线性非稳态热耦合方程组解的性质研究
13.
Study on the Solutions of Euler-Poisson Equations with Rotating;
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旋转状态下Euler-Poisson方程组的解的相关研究
14.
Discussion on the Performance of GM Parameter Estimation Equation Group;
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GM模型参数识别方程组性态的初步讨论
15.
Reduction of Equations of Steady State Motion of Nonlinear Resonance System;
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非线性共振系统稳态运动方程组的约化
16.
Large Time Behavior of Two Nonlinear Evolution Systems
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两类非线性发展方程组的大时间状态估计
17.
The Asymptotic Behavior of the Global Solutions for Nonlinear Evolution Equations
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非线性发展方程(组)整体解及其渐近性态
18.
Asymptotic Behavior of Solutions for a Reaction-diffusion System
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一个退缩型反应扩散方程组解渐近性态