资源列表
Csharp_calculator_sample(WINFORM)
- 相信这个程序对已经学习C#很久而刚刚入门图形界面编程的初学者有用，一个用C#做的计算器-believe that the process of learning C# has been a long time and just portal GUI Programming beginners useful, one C# do Calculator
key011
- 按键扫描驱动程序 写的还不错，希望大家看看阿！第一次上这个网，才知道这个网好好啊！-button scanning driver wrote was pretty good, we hope to see A! First on the net, before we know the net good ah!
GPS_tanslate
- GPS坐标转换软件：直角坐标与大地坐标转换-GPS coordinate conversion software : Cartesian coordinates of the earth and conversion
vcmatrix
- 本源码包括矩阵运算的基本功能，包括矩阵加减、乘除、转置、求逆-the source of matrix of the basic functions, including matrix addition and subtraction, multiplication and division, to home, the inverse
Bi_formula
- 二分法求方程的实根 很简单的一个程序 要不是为了下一个东西，我才不会上这么变态的网站！-dichotomy equation for the real roots of a very simple procedure but for the sake of the next one thing, I would not be such a metamorphosis on the website!
ChatRoomClient
- 简单的聊天室客户端JAVA程序源码 在J2EE下运行-simple chat room client source code in JAVA program running under J2EE
jjsf
- 含有矩阵加、减、乘、除及转置、求逆运算等等，还需要改进-containing matrix, subtraction, multiplication, addition and to the home, seeking inverse operation, and so on, it is also necessary to improve
cholesky323232
- 平均因子分解法，适用于正定矩阵First, let s recall the definition of the Cholesky decomposition: Given a symmetric positive definite square matrix X, the Cholesky decomposition of X is the factorization X=U U, where U is the square root matrix of X, and satisfies:
xxfc123
- 采用按列消去，舍入误差并没得到很好的处理，有待改进。-adopted by the elimination series, rounding error not been handled well, in need of improvement.
triangular_decomposition
- 三角分解法，对于数值计算的朋友可能会有一定的帮助-triangular decomposition method for the numerical calculation of a friend may be of some help
chenggongduoxiang
- 这个算法可以很好的实现实现一元多项式的计算，包括其相加和相减，是用C语言编写的。-this algorithm can achieve very good achievement of one yuan polynomial, including its sum and subtract. using the C language.
theSecond
- 这个程序分别用二分法，Newton法，弦截法，Newton下山法等算法求解非线性方程-this procedure were used dichotomy, Newton, String interception, Newton downhill law for solving nonlinear equations