资源列表
C Simulation
- 用c语言实现的Turbo码仿真系统。做成exe文件形式，可以直接运行。并生成仿真结果文档，保存在所在文件家。仿真结果主要体现为信噪比。-using language of Turbo Codes simulation system. Exe files causing form can be directly run. Simulation results and generate documents, kept in the home where documents. Simulation r
BFSK_AWGN
- 用Matlab/simulink所实现的bpsk性能仿真系统，信道为AWGN信道。运行后，可以看到经过bpsk以后信噪比的增益。-using Matlab / Simulink BPSK achieved by the performance simulation system for the channel AWGN. After the operation, we can see the future through BPSK SNR gain.
BFSK_rayleigh
- Bpsk在瑞利衰落信道下的仿真模型。simulink实现。可以通过仿真看到瑞利衰落信道对于bpsk性能的影响。并且可以比较rayleigh信道和AWGN信道下bpsk的性能。-Bpsk in Rayleigh fading channel simulation model. Simulink achieve. Simulation can see Rayleigh fading channels for BPSK performance impact. And to be compared Ra
Gauss_Seidel法解方程组
- Gauss_Seidel法解方程组,对同一系数矩阵的方程组，只须变换一次系数矩阵，即可求不同常数向量的不同方程组，大大提高计算效率，且可求解任意元线形方程组-Gauss_Seidel Solving equations, the same coefficient matrix equations, only a transformation coefficient matrix can be different for the different constant vector equation
matlab程序设计
- matlab课程设计:包含课件，训练题目，及其相关matlab设计的资料-Matlab curriculum design : includes courseware, training topics, and related design information Matlab
sigma32
- 用数值方法模拟了E.coli中sigma32因子对热休克(Heat shock)基因的调控机理，与文献吻合的很好。-numerical simulation of E. coli sigma32 of heat shock factor (Heat shock) gene regulatory mechanism, and are in good agreement with literature.
sigma32(MC)
- 用Monte Carlo方法，模拟E.coli中sigma32因子对热休克基因的调控机理，与文献吻合很好。-Monte Carlo simulation E.coli sigma32 factor on heat shock gene regulatory mechanism, good agreement with literature.
wsolve
- 这是Maple下使用的“吴方法”推理求解多项式方程组的源代码。-use of the "Wu's Method" reasoning to solve polynomial equations source.
Dijkstrasolve
- 实现了图的数据结构和Dijkstra算法。例子为中关村附近的交通问题。-achieved map data structure and Dijkstra algorithm. For example Zhongguancun near the traffic problems.
ooplist
- 实现了一个离散时间事件序列的模板，并用来模拟银行开窗口数量合理性的问题。-achieve a discrete-time sequence of events template, and used to simulate the bank to open the window a reasonable number of issues.
JAVA完善后的多项式相加
- 完善以前的JAVA实现的多项式相加 提供了输入系数和次数的控制-perfect before JAVA sum of the polynomial coefficients for the input and frequency control
用Matlab语言实现线性方程组的全主元三角分解法
- 用Matlab语言实现线性方程组的全主元三角分解法.PDF-using Matlab linear equations of all the main yuan triangular decomposition. PDF