一维线性回归，文件不大，里边有头文件和另外一个相关文件。

用蒙特卡洛方法，求解出y=cos(x)/x在给定区间上的定积分值。-By Monte Carlo method, the y = cos (x)/x in a given interval on the value of the definite integral.

98年全国大学生数学建模竞赛B题“水灾巡视问题”，是一个推销员问题，本题有53个点，所有可能性大约为exp(53),目前没有好方法求出精确解，既然求不出精确解，我们使用模拟退火法求出一个较优解,将所有结点编号为1到53,1到53的排列就是系统的结构,结构的变化规则是:从1到53的排列中随机选取一个子排列,将其反转或将其移至另一处,能量E自然是路径总长度。具体算法描述如下：步1： 设定初始温度T，给定一个初始的巡视路线。步2 ：步3 --8循环K次步3：步 4--7循环M次步4：随机选择路线的一段步5：随机确定将选定的路线反转或移动，即两种调整方式：反转、移动。步6：计算代价D，即调整前后的总路程的长度之差步7：按照如下规则确定是否做调整：如果D0,则按照EXP(-D/T)的概率进行调整步8:T*0.9-->T,降温-98 National Mathematical Contest in Modeling B and that the "flood inspections", is a salesman problem, and that is 53 points, all possibilities about exp (53), there is no good way to get accurate solutions, since no exact solution for, we used simulated annealing France obtained an optimum solution to all nodes to a number of 53 to 53.1 is with the system structure, changes in the structure of the rules is : from 1-53 with a randomly selected with a son, to reverse or to move it to another, the energy E is the natural path length. The specific algorithm is described as follows : Step 1 : The initial set temperature T,

这是我学习《数值分析》所编写的一个程序，用于线性方程组的雅可比求解。-This is my learning "Numerical Analysis" prepared by a procedure for the linear equation for the Jacobian.

数组排序的经典程序shell。-Sorting an array of classic shell procedures.

资源描述MIMEQP编-解码，最可惜的是已经被编译过了，但是界面全部被独立出来了的，可以自行更改，只是不能研究程序的内部结构……

产生服从N(0,1)分布的子程序（fortran）-Have to obey N (0,1) distribution Subroutine (fortran)

包括基本概念，数学规划的解析法，基本构件优化设计，线性规划，桁架优化设计，连续梁和钢架的优化设计，非线性规划在结构优化设计中的应用，动态规划，几何规划，结构动力优化-Including basic concepts, the analytic method of mathematical programming, the basic components to optimize the design, linear programming, optimization of truss design, steel beams and continuous optimization of the design, non-linear programming in structural optimization and design, dynamic programming, geometric programming, structural dynamics Optimization

定点数学库（ QMATH ）包含高度优化的，不动点数学/三角函数是发达国家作为一个易于使用的图书馆，这是关系到用户的应用程序。-Fixed-point math library (QMATH) contains highly optimized, fixed point math/trigonometric functions that are developed as an easy-to-use library, which has to be linked to the user s application. The following table summarizes the set of functions that are defined in this library.

数值型货币的大写转换1(未完待续）-numerical monetary capital of a conversion (to be continued)

用于Vibe算法的理解 运用 改进 对呀刚接触Vibe算法的同学 有很大的帮助，望大家借鉴 采纳                                                       谢谢