FastMap 算法

另外还包含程序讲解-also includes procedures on

主要用于高层建筑的减振设计,根据线性振动理论,用matlab高级语言编写而成,由一个主程序和四个子程序组成-mainly for high-rise building design of the vibration, linear vibration theory, use the advanced language Matlab has been prepared by a main program and four subroutine composition

由于对两次以上的高次函数求解比较不方便 本程序将为你提供便捷-due to more than two high-function solution more inconvenient this program will provide you with convenient

Dolfin provide a high-performance linear algebra library

ASP(Active Server Pages)是Microsoft于1996年11月推出的Web应用程序开发技术。微软声称设计出了

一维伽辽金型无网格法MATLAB程序 无网格方法采用基于点的近似，可以彻底或部分地消除网格，不需要网格的初始划分和重构，不仅可以保证计算的精度，而且可以大大减小计算的难度。然而，由于目前的无网格近似一般没有解析表达式，且大都基于伽辽金原理，因此计算量很大，要超出传统的有限元法；另外，无网格近似大都是拟合，因此对于位移边界的处理比较困难，多采用拉格朗日乘子法处理。-1维伽Galerkin-type meshless method MATLAB procedures meshless method based on the point of approximation, can be completely or partially eliminate the grid, the grid does not require the initial division and reconstruction, not only can guarantee the accuracy of the calculation, and can greatly reduce the difficulty of calculation. However, due to the current meshless approximation there is no analytic expression in general, and mostly based on the Galerkin principle, the calculation of a large volume, it is necessary to go beyond the traditional finite element method In addition, the meshless approximation are fitted, so displacement of the border more difficult to deal with, the use of Lagrange law.

二阶椭圆偏微分方程的差分算法，适用于求解矩形区域，任意边界条件。-elliptic partial differential equation algorithm applied to solving rectangular region, arbitrary boundary conditions.

对于给定电路系统的 ：C X+G X=B U(t)；Y=LT X; 用GCR迭代法求解GX0=BU(0)中的X0，然后用后向Euler以及GCR迭代法求解上述的方程得到矩阵X。其中矩阵C、G、B、LT以及输入函数U(t)为已知。

蚁群算法中有关算法参数的最优选择对蚁群算法的具体参数的选择，达到快的收敛速度和好的仿真效果-Ant colony algorithm parameters relating to the optimal algorithm of ant colony algorithm to choose the specific choice of parameters to achieve faster convergence speed and a good simulation of the effect of

龙格库塔法解二阶方程的数值计算代码. 分别套用两次龙格库塔法解-Runge-Kutta method of numerical solution of second-order equation of the code. Were applied to two solutions of Runge-Kutta method