MUSIC算法

应用背景This application is to focus on the numerical methods in Computational Fluid Mechanics, dealing with aeronautics, hydraulics, heat and mass transfer etc. We konw fluids have the ability to transport matter and its propertities as well as transmit force, therefore fluid mechanics is a subject that is particularly open to cross fertilization with other sciences and disciplines of engineering. The subject of fluid mechanics will be highly relevant in domains such as chemical,metallurgical, biological and ecological engineering.关键技术 SIMPLE (Semi-Implicit Method for Pressure Linked Equations) algrithm is the principal numerical method to numerical simulate incompressible fluid flow, it can remove the difficults of fake pressure disturbance and neglecting specific pressure equation for incompressible fluid flow successful. The main thoughts and steps of SIMPLE algorithm are given in this application. The single-phase loc

Calculator java code

根据前序序列和中序序列生成二叉树并进行遍历。-sequence and the sequence sequence sequence generation and binary tree traversal.

解TSP问题的GA程序-solution of TSP procedures GA

龙格库塔算法，用于拟合GLONASS的星历数据，15分钟精度在5米之内，可以向前推，也可以向后推！-Runge- Kutta method for fitting the GLONASS satellite ephemeris data, the accuracy of 15 minutes within five meters, can move forward, but also can push back!

资源描述本书有大量的MATLAB算法，具有广泛的应用，通过查看，可以更好的学习MATLAB。这对于初学者来说是个很有用的工具。相信读懂他，对学习会有很大用处。

在娱乐数学幻方是安排不同的数字 （即每个数字使用一次），通常是整数，在正方形网格中，在那里在每一行和每一列中的数字和中向前和向后主对角线上的数字都加起来到相同的编号。幻方具有相同的行数以及它有根柱子，在常规的数学符号，"n"代表数量的行 （和列），它有。因此，魔术广场总是包含 n2 的数字，和它的大小 （行 [和列]，它具有数目） 被形容为"的 n 阶"。[1] 包含从 1 到 n2 整数的魔术方块被称为正常的幻方。（"魔方"一词有时也用于指各种类型的单词方块。）有可能构建任何大小除了 2 × 2 正常幻方 （也就是说，其中 n = 2），虽然幻方的解决方案其中 n = 1 是微不足道的因为它只是由单个单元格包含数字 1。小非平凡案例，如下所示，是一个 3 × 3 网格 （也就是说，三阶的魔术广场）。这是解决 nxn 幻方的项目

随机数类: 可以随意生成一个给定区域内的随机数或伪随机数-Random number categories: can generate a given region of the random number or pseudo-random number

常用算法的C程序。主要内容包括多项式的计算、复数运算、随机数的产生、矩阵运算、矩阵特征值与特征向量的计算、线性代数方程组的求解、非线性方程与方程组的求解、插值与逼近、数值积分、常微分方程组的求解、数据处理、极值问题的求解、数学变换与滤波、特殊函数的计算、排序和查找。-Commonly used algorithm of C procedures. Include polynomial terms, complex computation, random number generation, matrix operations, matrix eigenvalue and eigenvector calculations, linear algebra equations, nonlinear equations with the equations, interpolation and approximation, numerical integration, solving ordinary differential equations, data processing, for solving extremum problems, mathematical transformation and filtering, the calculation of special functions, sorting and search.

Ordinary and Partial Differential Equation Routines in C, C++, Fortran, Java, Maple, and MATLAB