搜索资源列表
QPSK_TRANSMITTER
- M-file for simulating a QPSK transmitter by modulating with a pseudo random bit stream. A serial to parallel conversion of the pseudo random bit stream is performed with mapping of two bits per symbol. A cosine and sine
sdr_model
- M-file for simulating a QPSK transmitter by modulating with a pseudo random bit stream. A serial to parallel conversion of the pseudo random bit stream is performed with mapping of two bits per symbol. A cosine and sine
QPSK_TRANSMITTER
- M-file for simulating a QPSK transmitter by modulating with a pseudo random bit stream. A serial to parallel conversion of the pseudo random bit stream is performed with mapping of two bits per symbol. A cosine and sine
sdr_model
- M-file for simulating a QPSK transmitter by modulating with a pseudo random bit stream. A serial to parallel conversion of the pseudo random bit stream is performed with mapping of two bits per symbol. A cosine and sine
interleaver
- WCDMA系统信号交织与接收解交织部分-WCDMA signal deinterleave intertwined and receiving part
interleaver
- 交织代码，很好的交织验证，可以使用在很多通信场合 -Intertwined code, good interwoven authentication, you can use communication in many occasions
normaldistribution
- #include <stdlib.h> #include <stdio.h> #include <time.h> #include <fstream> #include <iostream> using namespace std struct Code { float a char s }
cgh
- 计算全息close all clc clear A=zeros(64) A(15:20,20:40)=1 A(15:50,20:25)=1 A(45:50,20:40)=1 A(30:34,20:35)=1 ％ ppp=exp(rand(64)*pi*2*i) A=A.*ppp ％ Author s email: zjliu2001@163.com figure imshow(abs(A),[])
2
- M/M/m排队系统性能仿真代码matlab function r=randexp(lambda) r = -lambda*log(rand) -M/M/m queuing system performance simulation code matlab function r = randexp (lambda) r =-lambda* log (rand)
random
- George Marsaglia的“The mother”随机数生成代码，称循环周期达2^250，可以通过ts检验，适用于大规模仿真。 源码已进行类封装。测试程序直接产生可用于matlab的m文件。-George Marsaglia s The mother random number generator code, saying that the cycle period could up to 2 ^ 250,and could
PrisonerDilemma
- The prisoner s dilemma constitutes a problem in game theory. It was originally fr a med by Merrill Flood and Melvin Dresher working at RAND in 1950. Albert W. Tucker formalized the game with prison sentence payoffs and g
RBFNN
- Three function for RBF neural network, using OLS,Rand and SGA function [newcenter,sigma,W,yh,rmse]=rbfols(p,t,tol) p 為輸入資料點，N×K矩陣，N是輸入資料維度，K是資料點數 t 為目標輸出值，1×K矩陣 tol 為指定容忍度或正確率 centers選定中心點，N×nc矩陣 sig
qq
- OpenCV也提供了另一個資料結構來做Rand的實作,CvRandState,被包在"cvcompat.h"裡,"cvcompat.h"的完整意思是Computer Vision Compatility,CvRandState的特色是可以選定常態分佈及均勻分佈,不過,它只能運用在矩陣跟一維陣列.-OpenCV also provides another data structure to do Rand' s implementa
code
- 数字水印Linux系统下的实现 Peter Meerwald Dept. of Scientific Computing, University of Salzburg-Watermarking source version 0.4 * bug fixes - wm_xia_{e|d}.c variable level uninitialized - wm_zhu_{e|d}.c v
rengongmianyi
- a=load( q.txt ) width=input( 请输入窗宽 ) step=input( 请输入步长 ) m=length(a) for i=1:floor((m-width)/step+1) s(i,1:width)=a(1,1+(i-1)*step:width+(i-1)*step) end b=max(max(s)) M=s./b Rs=input( 请输入本体集半径 ) nd=i
bubble
- 调用系统的rand函数，随机产生一个数组（数组的大小可由键盘输入）可选择排列方式（升序或降序），显示产生的数组和排列成功的数组；-Call the system s rand function generates a random array (the array size by keyboard input) option arrangement (ascending or descending), showing the succe
qpsk_g_r-
- lear N = 10^5 EB_NO = [-1:30] liu1 = zeros(1,N) liu2 = zeros(1,N) for ii = 1:length(EB_NO) m= (2*(rand(1,N)>0.5)-1) + j*(2*(rand(1,N)>0.5)-1) s = (1/sqrt(2))*m normalization of energy to 1 n =
lab1
- lear N = 10^5 EB_NO = [-1:30] liu1 = zeros(1,N) liu2 = zeros(1,N) for ii = 1:length(EB_NO) m= (2*(rand(1,N)>0.5)-1) + j*(2*(rand(1,N)>0.5)-1) s = (1/sqrt(2))*m normalization of energy to 1 n =
lab2
- lear N = 10^5 EB_NO = [-1:30] liu1 = zeros(1,N) liu2 = zeros(1,N) for ii = 1:length(EB_NO) m= (2*(rand(1,N)>0.5)-1) + j*(2*(rand(1,N)>0.5)-1) s = (1/sqrt(2))*m normalization of energy to 1 n =
601_Interleave
- 产生指定长度的S-rand interleaver序列的程序 -produce S-rand interleaver