资源列表
algorithmrecommendations-
- 算法学习建议，适合想搞算法却不知道怎么入门的人观看-The recommendations of the learning algorithm
location
- 三点定位算法。根据4个坐标点的 {x,y,z}坐标参数，和需要定位点距离4个坐标点的距离，就算出需要定位点的坐标参数{x,y,z}-Three points localization algorithm
gauss-seidel-iteration
- 用高斯--赛德尔迭代（主对角线优势下）求解线性方程组。-Solving linear equations using Gauss- Seidel iteration (the main diagonal advantages under).
lab6
- 用c++写的傅立叶变换，使用于数字信号处理实验，C++语言，vc2010学习版编译-The Fourier transform with c++ written, used in digital signal processing experiments, C++ language, vc2010 learning version of the compiler
Fractional-Transform-
- 分数阶变换和时频表示。分数阶傅里叶变换的经典文章。-The Fractional Fourier Transform and Time-Frequency Representations
Instantaneous-frequency-estimation
- 瞬时频率估计，使用变窗长的魏格纳分布。比较新的文章。-Instantaneous frequency estimation using the Wigner distribution with varying and data-driven window length
Nonlinear-IF-Estimation-
- 非线性瞬时频率估计，基于PWVD，使用改进的ICI法则。-Nonlinear IF Estimation Based on the Pseudo WVD Adapted Using the Improved Sliding Pairwise ICI Rule
205-209
- reduces to a standard Hamilton-Jacobi equation. There are several major advantages to this formulation. The rst is that (x y t) always remains a function as long as F is smooth. As the surface evolves, the curve C may break, merge, and chan
juzhenliancheng
- C语言实现动态规划 矩阵连乘问题！ 问题：给定n个矩阵{A1,A2,…，An}，其中Ai与Ai+1是可乘的，i=1,2,…,n-1。计算这n个矩阵的连乘积。由于矩阵乘法满足结合律，故计算矩阵的连乘积可以由许多不同的计算次序。计算次序不同计算连乘积的计算量也不同。运用动态规划法思想给出你认为合理的计算矩阵连乘积最少次数的方案。-C language dynamic programming matrix continually multiply problems! The problem:
bolanshijisuanqi
- C语言实现波兰式计算器 程序设计——波兰式计算器-C language Polish calculator The programming- Polish calculator
Newton-Raphson-method
- fortran90/95格式，方便科学计算中调用，Newton-Raphson，可用来寻找线性/非线性方程f(x)=0的数值解。标准的数学表达式f(x)表示f是变量x的函数，其通常的表达形式为f(x,a,b,...)=0，f被定义为多于一个变量的函数。在这种情况下，Newton-Raphson算法试图把x以外的变量固定并作为参数，而寻找关于变量x的数值解。-fortran90/95 format, convenience called scientific computing, Newton-R
EigenSolve
- fortran90/95，对非线性系统A*q_dot=0进行特征值分析的函数模块。特征值分析是控制科学中稳定性分析的重要的工具。-fortran90/95, the non-linear system A* q_dot = 0 eigenvalue analysis function module. Eigenvalue analysis is an important tool to control stability analysis in science.