例如牛顿迭代法的算法，你可以写这样的计算…

基于c++编写的一个多项式类，可以实现加减乘除、求余等运算-Based on c++ written in a polynomial class can implement addition and subtraction multiplication and division, seeking more than other operations

演示了在VC中如何生成和调用com程序,代码简洁,方便.-demonstration of how the VC com generation and the use of procedures, code simple and convenient.

在任务级并行平台P2HP上开发的demo应用，即并行蛋白质折叠程序；它是将串行PH算法在P2HP上并行化后而得到的结果。-Platform in mission-level parallelism P2HP developed demo application, that is, parallel protein folding process it is the serial PH algorithm in parallel after P2HP been results.

解决FFT的编程问题，赶紧下啊~~很 好的，真的，不过不是我编的，高手那转的！-FFT to solve programming problems, quickly, under ah ~ ~ very good, really, but I am not prepared, and master it turn!

并行下带状划分的矩阵向量乘法。附件里算例是40*40矩阵，需要改算例n*m的话第一行写n n+1，后面附矩阵n*m

CUDA编程的参考手册，以供大家学习参考。

这是个用VHDL写的测频源程序,最大可测10M,你可以任意修改,但请你更新后发一份给我-This is written using VHDL source frequency measurement, the largest measurable 10M, you can modify, but please update me with a

简单C++的应用，对于初学MPICH的并行计算的朋友可以作为联机的实验程序-good

线性方程组Jacobi迭代的并行求解。附件数据文件是4阶方阵的算例。调试A*x=b，A为n*m矩阵的话，数据文件第一行n m,后附[Ab]矩阵（n*(m+1)）

由于一个数值问题的精确解往往事先不知道，而用数值方法求出的计算解的误差又是不可避免的。因此，数值解是否失真，如何判断──即误差问题，成为大家所关心的重要而又困难的问题，本章只介绍了误差的基本概念和数值计算的若干原则，这对处理数值计算问题是必需的，但是仅这些还远远不能解决工程和科学计算中更为复杂的误差分析问题，还需专门分门别类地进行研究。-as an accurate numerical solution of the problem often did not know in advance, and the numerical methods used to calculate the solution sought by the error is inevitable. Therefore, the numerical solution of whether distortion, how to judge-- namely error, as we are concerned the important and difficult issues, this chapter presents only the basic concept of error and numerical calculation of certain principles, which deal with numerical calculation is necessary, but they are far from alone can not solve engineering and scientific calculations more complex error analysis, specialized categories needed to conduct research.