- S02_CH02_MIO 基于vivado的MIO点灯的实现
- 输入捕获实验 STM32F103VE 的2(STM32F103VE input capture experiment)
- czndidath A good C ++ program lists a high reference value(A good C + + program lists A high reference value)
- durtal A small solution for reading mpeg audio headers and the ID3v(A small solution for reading the mpeg audio headers and the ID3v)
- 激波捕捉法 CFD中算例编程
资源列表
liezhuyuan
- 这是高斯列主元消去法解方程的资料,包含其原理和C++源程序-This is the main element of the Gaussian elimination method for solving equations, contains its principle and C++ of source
LU
- 这是LU分解法求线性方程组的资料,讲解了LU分解的原理及过程,非常实用-LU decomposition seeking linear equations to explain the principles and process of the LU decomposition, very practical
qiux
- 这段代码是用来求Ax=b线性方程的,采用的是列主元消元法,经过很苛刻的矩阵验证,其精度可以和matlab中的求逆再求方程的结果媲美-This code is used to seek Ax = b of linear equations, the main-element elimination method, after a very demanding Matrix verify its accuracy and inversion in matlab and then seek compa
plotreliability
- Confusion matrix matlab
Dijkstra
- 用Djkstra算法求最短路径程序 功能: 应用Dijkstra算法求图上二顶点之间的最短距离 // 输入: 带权图的权邻接矩阵M, 顶点个数n, n个顶点的编号为0,1,...,n-1, 对应矩阵M下标 // 起始顶点编号start, 终止顶点编号end // 输出: 函数返回最短距离 // 注释: 顶点编号为0,1,...,n-1,对应邻接矩阵下标 // 集合T中的无穷大用0表示, 输入邻接矩阵M时没有直接连接的边的权输为0值,表示无穷大 // 所输入的邻接矩阵M
pca
- 主成分分析 pca函数代码,用于数据的降维、压缩、去噪、主成分分析等方面-principal component analysis
3
- 上传的都是一些导热的程序,而且都不一样。-conduct program
1f
- 一个非常简单的二维导热程序,希望大家能够借鉴。-conduct program
grey
- 灰色关联度分析是基于灰色系统的灰色过程, 进行因素间时间序列的比较来确定哪些是影响大的主导因素, 是一种动态过程的研究。-Grey Relational Analysis is based on gray gray process, the comparison of the time series between the factors to determine what affect the the big dominant factor, is a dynamic process.
Desktop
- 包括3:8译码器,D触发器组成的8位寄存器,8位乘法器,41多路选择器。-Including 3:8 decoder, the D flip-flop composed of 8-bit registers, the 8-bit multiplier, 41 multiplexer selector.
N_ordre_modeling
- 带有完全匹配曾的声波方程正演,从2阶精度到8阶精度可选-Had the acoustic wave equation forward with an exact match, optional 2 order accuracy to 8 order accuracy
ins2
- 捷联惯导系统的计算,给出了速度和经纬度的变化曲线。-The SINS calculation, given the speed and the latitude and longitude of the curve.
