搜索资源列表
RLS_LMS
- 数字预失真系统，功放是Wiener-Hammerstein模型，预失真是记忆多项式模型，自适应算法采用RLS-LMS混合算法不。-Digital pre-distortion system, power amplifier is a Wiener-Hammerstein model, pre-distortion is memory polynomial model, using RLS-LMS adaptive algorithm hybrid algorithm does not.
dxs
- 一元多项式的计算，将多个多项式输入并存储在内存中，可以对多项式进行加减乘除，通过单链表实现-Unary polynomial calculations, multiple polynomial input and stored in memory, you can add or subtract pairs of polynomial multiplication and division, through the realization of a single linked list
DPD_sim
- Digital Predistortion of Nonlieaner RF Power Amplifier with Memory Effects. This M code simulates a DPD technique linearization for a AB-class nonlinear HPA with memory effects. Here we consider a memory polynomial predistorter to modeling nonline
ew
- for： Root of a Polynomial --- --- --- --- -- Time Limit: 1 Second Memory Limit: 32768 KB -------------------------------------------------------------------------------- A polynomial of degree n has the common form as . Your ta
CRC_bit_arithmetic
- CRC采用比特型算法，生成多项式为CCITT 0x1021，无需查表，节省内存空间。-CRC-bit-based algorithm used to generate a polynomial for the CCITT 0x1021, no look-up table to save memory space.
MPM
- this very useful file that simulate the memory polynomial method.-this is very useful file that simulate the memory polynomial method.
computingBERConvolutionalCod1
- scr ipt for computing BER with Binary Convolutional Code and Viterbi decoding with finite survivor state memory and variable traceback depth Convolutional code of Rate-1/2, Generator polynomial - [7,5] octal Hard decision decoding i
computingBERConvolutionalCod2
- scr ipt for computing BER with Binary Convolutional Code and Viterbi decoding with finite survivor state memory Convolutional code of Rate-1/2, Generator polynomial - [7,5] octal Hard decision and soft decison decoding is used.
svm4
- -s svm类型：SVM设置类型(默认0) 0 -- C-SVC 1 --v-SVC 2 – 一类SVM 3 -- e -SVR 4 -- v-SVR -t 核函数类型：核函数设置类型(默认2) 0 – 线性：u v 1 – 多项式：(r*u v + coef0)^degree 2 – RBF函数：exp(-r|u-v|^2) 3 –sigmoid：tanh(r*u v + coef0) -d degree
shujujiegou
- 建立一元多项式并按照指数降序排列输出多项式，将一元多项式输入并存储在内存中，能够完成两个多项式的加减运算并输出结果-The establishment of a polynomial and the index in descending order according to the output polynomial, will be a polynomial input and stored in memory to complete the addition and subtraction
mempa
- matlab源码实现记忆多项式模型的功放建模-Memory polynomial model power amplifier
MACD
- 用MACD 指令完成多项式的求和。系数放在程序存储器，变量放在数据存储器。-Polynomial with the MACD instruction to complete the sum. Coefficients in program memory, variable on the data memory.
OFDM_memorypolynomialPD
- 记忆多项式数字预失真，能够完成功率放大器的预失真，效果良好。-Memory polynomial predistortion, to complete the pre-distortion power amplifier with good results
oxy
- 实现 非线性滤波器的记忆多项式方法的实现-The memory polynomial method implementations nonlinear filter
pa
- 功率放大器的Wiener Hammerstein建模及记忆多项式模型-Modeling PA with Wiener Hammerstein and Memory Polynomial Method
duoxiangshi
- 对于多项式的加法，采用了链式存储的结构存储数据完成运算。-Polynomial addition, we must first solve the problem of what to store polynomial the linear table occupied memory is too large, and sometimes cause unnecessary waste of memory, so I used the structure of the chain store .
MACD
- 用MACD 指令完成多项式的求和。系数放在程序存储器，变量放在数据存储器。Polynomial with the MACD instruction to complete the sum. Coefficients in program memory, variable on the data memory.-Polynomial with the MACD instruction to complete the sum. Coefficients in program memory, vari
MACD
- 用MACD 指令完成多项式的求和。系数放在程序存储器，变量放在数据存储器。Polynomial with the MACD instruction to complete the sum. Coefficients in program memory, variable on the data memory.-Polynomial with the MACD instruction to complete the sum. Coefficients in program memory, vari
Dome
- 1.采用链式结构实现任意多项式的存储，求两个多项式的和。 2.假设自上而下按层次，自左至右输入每个结点的一个三元组(D, P, L/R)。其中D为本结点的元素，P为其父结点，L指示D为P 的左孩子，R指示D为P的右孩子。试写一个建立二叉树在内存的双链表示算法，并实现先根、中根、后根以及层序遍历算法。 3.采用邻接矩阵实现有向网的存储，建立有向网，并实现单源最短路径算法。-1 using an arbitrary polynomial chain structure of storag
LUT123
- 该程序基于MATLAB 功放 记忆多项式 预失真 查找表-The program is based on MATLAB amplifier memory polynomial predistortion lookup table