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要求出一个矩阵的逆矩阵有许多方法，这里介绍以 Gauss-Jordan Elimination 来求出逆矩阵的方法，算法函数用C++写成，可在C++编程环境下直接调用-requested a matrix inverse matrix there are many ways here to introduce the Gauss-Jordan Elimination get to the inverse matrix method, the algorithm functions with C languages, the C programming environment called directly

计算子午圈半径M 计算卯酉圈半径N 计算玮圈半径r 计算经线弧长Sm 计算纬线弧长Sn 计算球面梯形面积 计算最大角度变形 计算球面极坐标-calculated Meridian circle radius circle conveniently calculated M N calculation Wei radius circle radius r calculated meridian arc Sm calculated latitude arc Sn calculated spherical long trapezoidal area of the greatest deformation angle spherical polar coordinates

曼德勃罗在并行编程的并行编程的并行编程的并行编程的并行编程的并行编程的并行编程的并行编程的并行编程上并行编程上并行编程上并行编程曼德勃罗勃曼德勃罗勃曼德勃罗勃曼德勃罗勃曼德勃罗勃曼德勃罗

一个用贪心算法做的-with a greedy algorithm to do

fisher分类器Fisher判别法是历史上最早提出的判别方法之一，其基本思想是将n类m维数据集尽可能地投影到一个方向（一条直线），使得类与类之间尽可能分开。从形式上看，该方法就是所谓的一种降维处理方法。

解稀疏对称方程组的ICCG法fortran源程序 有算例，希望对你有帮助-Solution of sparse symmetric linear ICCG method source fortran examples there, and they hope to help you

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二维稳态导热问题。设材料物性均为常数，均质无内热源。已知它的左边界是温度为T2的等温边界，其他三个边界均为温度为T1的等温边界。导热区域为边长L的正方形。-two-dimensional steady-state heat conduction problems. Based material properties are constant, no heterogeneity within the heat source. It is known to have a threefold T2 is the temperature of the isothermal boundary, the other three border are temperature T1 isothermal boundary. Regional conduction length L of the square.

黄金分割法求函数极小值点本人的作业大家可以参考参考参考-Golden section method for the minimum function of the operating point I refer to the reference you can refer to ah ah ah ah

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