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In order to imitate the unbounded space wave propagation,the non local boundary condition is used as the absorption boundary condition to cut off the computation domain,and the problems of plane wave incidence at different angles are calculated with the high order PE algorithm.

文章通过引入Padé逼近构造高阶抛物线方程算法,用非局部边界条件作为吸收边界条件,截断计算区域以模拟无界空间波的传播,结合高阶PE算法分别计算不同角度平面波的入射问题。

Drone ships will appear at the edges of the playfield and approach your ship.

无人驾驶战舰会在游戏区域的末端出现并且逼近你的战舰。

In Section four, Karsli introduces a new kind of Gamma operators and obtains an estimate of the rate of pointwise convergence of these new kind Gamma operators for functions with derivatives of boundde variation.

本论文将利用概率的方法和一些已有的不等式考虑新Gamma型算子对局部有界函数点态逼近速度的估计。

KdV equation can bedescribed in the language of Poisson bracket,so we can exploit its bracket struc-ture to design numerical approximations.

KdV方程能用Poisson括弧的语言来描述,因此我们可以利用它的括弧结构设计数值逼近。

As polling day, May 6th, approaches, it is to be hoped that debate will increasingly focus on these substantial issues.

随着5月6日选举日的逼近,我们也希望各党辩论的精力更多集中在那些关键问题上。

Without imposing any additional constraint or changing the error criteria, this dissertation extends the original CIM to solve the three dimensional LS-WMN problem (the weighted minimum number polygonal approximation problem with the line segment error criterion).

本文将其推广到三维情形,解决了三维〓范式下的LS-WMN问题(线段误差条件下的带权多边形曲线最佳逼近问题)。

However, due to the complex of computation and the need of the design, sometime we need to use polynomial approximation for a rational curves and surfaces.

然而由于计算的复杂性和设计的需要,有时我们还需要用多项式函数来逼近有理曲线和曲面。

In this paper, we survey the development of polynomial approximation of rational curves and state the knowledge of interval curves in the first chapter.

本论文中,第一章首先介绍了有理曲线曲面的多项式逼近研究工作的发展情况和区间曲线曲面一些相关知识。

For the best polynomial approximation method we propose six class of bases and research their effects on compression speed, PSNR of restored images and compression ratio.

对于多项式最佳逼近方法,提出并研究了六类基对压缩速度、还原图象的PSNR以及压缩比的影响。

We prove the con-vergence of this method using potential theory and discuss the approxima-tion of finite dimension space.

利用位势理论证明了该方法的收敛性,并讨论了有限维空间的逼近,为数值计算提供了理论依据。

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