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A class of nonconforming finite elements are applied to hyperbolic equation with semidiscretization on anisotropic meshes, the optimal error estimates are derived. 摘要在各向异性条件下，讨论了双曲型方程的一类非协调有限元逼近，给出了半离散格式下的最优误差佑计。
The Optimal Error Estimate of Streamline Diffusion Finite Element Method for Convection-diffusion Problem 对流扩散问题流线扩散法的最优误差估计
Optimal Error Estimate of Finite Difference-Streamline Diffusion Methods with Linear Triangular Element for Time-dependent Convection-diffusion Problems 非定常对流扩散问题差分-流线扩散法的线性三角元解的最优误差估计
Optimal error estimate 最优误差估计
Optimal Error Estimation on Semi-discrete Solution of Parabolic Equation 抛物型方程半离散解的最优误差估计
Experiments on UCI datasets are carried out and the analysis of the result is given.The problem of choosing optimal parameters and error estimate is studied. 讨论了支持向量机在实际应用中的参数选择问题及误差估计问题,并结合具体数据集对参数搜索方法进行了改进。
We give full discrete scheme of the first and second oder of this equation, and get the stability and error estimate. 给出了基于空间谱配置方法的一阶和二阶精度的全离散格式,得到了稳定性和误差估计。
In order to improve the accuracy of solutions, meshes are refined according to the a posteriori error estimate. 为提高解的精度，我们根据事后误差估算对网格进行自适应加密。
These optimal error rates were documented in independent testing at Sandia National Laboratories. 这些理想的错误率是在Sandia国家测试实验室记录的。
The convergence of the waveform relaxation for solving functional differential-algebraic equations is studied and the error estimate is derived. 摘要本文采用波形松弛算法来求解一类泛函微分代数系统，该算法在迭代过程中，避免了求解泛函微分方程，且利于并行处理。
For optimal error control, you might want to enclose the string search in the Try block of a Try.Catch.Finally Statement (Visual Basic) construction. 为了优化错误控制;您可能希望在Try.;Catch
Bessel method gets its solution through the ellipsoidal integral equation by simple iterative means with no error estimate expression. 采用贝塞尔方法时,解算中对椭圆积分方程的求解,一般均采用简单迭代法,且未给出该方程近似解的误差估计公式。
For optimal error control, you might want to enclose the string search in the Try block of a Try.Catch.Finally construction. 为了优化错误控制;您可以在Try.;Catch
The resulting finite element formulation is stable and uniquely solvable without requiring a B-B stability condition.An error estimate was obtained. 证明了此格式在速度和压力有限元空间无需满足B-B型条件的情况下，解的存在性和唯一性，以及相应的误差估计。
Example for error estimation of phasor induction log is given. 根据置信区间的指标,文章给出了相量感应测井误差估计的实例。
A fully discrete finite element scheme is presented for a nonlinear time-dependent problem which mod els the antiplane shear deformations of a thermoplastic material, and an error estimate is derived. 对一个模拟热塑性材料剪切变形的非线性瞬态问题，给出了一种全离散有限元格式，并导出相应的误差估计。
This error estimation model can be applied in all different processes of RP. 该公式适用于RP技术的各种工艺方法，具有普遍意义；
Based on high effective locations algorithm and error estimate, improvement of the public-key scheme based on Chebyshev maps proposed recently was presented and a key agreement protocol was given. 摘要基于高有效位的数字计算方法和误差估计方法，对目前已提出的基于切比雪夫映射的公钥加密方法进行了改进，得到一种密钥协商协议。
For the generalized difference method on rectangle subdivision, its error estimate is obtained without the limitation of regularity conditions, and that is it has anisotropic property. 摘要针对基于矩形剖分的一类广义差分法，给出了与正则性条件无关的误差估计，从而说明这类广义差分法具有各向异性特征。
My research concentrates on discretization of model optimal control problem, development of the posteriori error estimator and designment of efficient solver for discrete optimal control problem. 我的研究在于为模型最优控制问题提供离散方案，进行误差估计以及设计快速求解算法。