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[Communication] ldpc_encode-decode DL : 0: 基于gf（q)的ldpc编译码程序 matlab-based gf (q) ldpc encryption procedures Matlab
Update : 2008-10-13 Size : 576.8kb Publisher : 屈兰
[Other resource] Matlab DL : 0: function GetParam(Vx,Vy) global gh global gf global gu global gr global gd global gff global gM ％global gn
Update : 2008-10-13 Size : 4.38kb Publisher : yuan
[Program doc] mseq DL : 0: m序列的生成，包括在有限域GF(p)中的基于不同p取值，不同级数条件下的本原多项式多种选择条件下的m序列生成。-m sequence generation, including in GF (p), the p value based on different, different levels under the conditions of primitive polynomial number of options under the conditions of m-sequences generated.
Update : 2025-02-19 Size : 3kb Publisher : 李南
[Communication] ldpc_encode-decode DL : 0: 基于gf（q)的ldpc编译码程序 matlab-based gf (q) ldpc encryption procedures Matlab
Update : 2025-02-19 Size : 577kb Publisher : 屈兰
[Other] gf2dec DL : 0: This code converts a Galois Field array created usin GF(2^m) for a given primitive polynomial into a decimal array that can be used within typical .m file coding. -This code converts a Galois Field array cre ated usin GF (2 ^ m) for a given primitive polynom ial into a decimal array that can be used within t ypical. m file coding.
Update : 2025-02-19 Size : 1kb Publisher : 王峥
[matlab] Matlab DL : 0: function GetParam(Vx,Vy) global gh global gf global gu global gr global gd global gff global gM ％global gn -function GetParam (Vx, Vy) global gh global gf global gu global gr global gd global gff global gM global gn
Update : 2025-02-19 Size : 4kb Publisher :
[RFID] LDPC DL : 0: LDPC码的MATLAB仿真程序,希望对大家有用！
Update : 2025-02-19 Size : 604kb Publisher : 邓念
[AI-NN-PR] klh DL : 0: 阐述了人工免疫系统的基本概念"讨论了几种典型的算法"包括基于免疫系统基本机制的免疫算法$基于免疫特异性的否定选择算法-&--F)@+2G*F*E3 J)F*F*4J3 F,/+I+2G KF@4/5+00123 545*30!&’(.&)*+,+-+./’00123(45*30$+5 J)FJF53@$L.53@ F2*E3 0.+2,12-*+F2 F,+00123 545*30!*E3*4J+-././GF)+*E05.)3@35-)+K3@!51-E.5+00123./GF)+*E0!23G.*+I3.2@ -/F2./53/3-*+F2./GF)+*E05!+00123 3IF/1*+F2.)4./GF)+*E0!&’(<231)./23*MF)=0+>+2*3//+G32*545*30!,1NN4+00123 545O *30.2@5F F2$
Update : 2025-02-19 Size : 2kb Publisher : 小蓝
[matlab] rsfinal DL : 0: 详细且一目了然的RS编译码matlab仿真程序。包括GF(Q)域的各种运算（每种运算一个函数功能文件），RS编码模块及译码模块。期中译码模块又分为伴随式计算模块，错误位置多项式计算模块，错误位置计算模块，错误数值计算模块。还包含了专门用于测试每个模块是否正确的testbache。完整，详细，正确-Detailed and clear RS codec matlab simulation program. Including the GF (Q) domain of a variety of computing (computing a function of each functional document), RS coding and decoding module module. During the decoding module is divided into modules with computing, error location polynomial calculation module, the error location calculation module, module numerical error. Also includes a special module for testing the validity of each testbache. Complete, detailed and correct
Update : 2025-02-19 Size : 11kb Publisher : 栾西
[Communication] gf DL : 1: hello these matlab files are for galois field.these matlab files can be used for reed-solomon coding
Update : 2025-02-19 Size : 2kb Publisher : mrghanavati
[Algorithm] RSdecoder_BMalgoritmus DL : 1: DECODED = RSDEC(CODE,N,K) attempts to decode the received signal in CODE using an (N,K) Reed-Solomon decoder with the narrow-sense generator polynomial. CODE is a Galois array of symbols over GF(2^m), where m is the number of bits per symbol. Each N-element row of CODE represents a corrupted systematic codeword, where the parity symbols are at the end and the leftmost symbol is the most significant symbol. If N is smaller than 2^m-1, then RSDEC assumes that CODE is a corrupted version of a shortened code.-DECODED = RSDEC(CODE,N,K) attempts to decode the received signal in CODE using an (N,K) Reed-Solomon decoder with the narrow-sense generator polynomial. CODE is a Galois array of symbols over GF(2^m), where m is the number of bits per symbol. Each N-element row of CODE represents a corrupted systematic codeword, where the parity symbols are at the end and the leftmost symbol is the most significant symbol. If N is smaller than 2^m-1, then RSDEC assumes that CODE is a corrupted version of a shortened code.
Update : 2025-02-19 Size : 2kb Publisher : jjjura
[matlab] gf DL : 0: 一种在代数结构中的常用算法，对于伽罗华域的各种计算，非常适合各种编码算法-Algebraic structure of a common algorithm, for a variety of computing Galois field, ideal for a variety of coding algorithms
Update : 2025-02-19 Size : 6kb Publisher : chendong
[matlab] inv DL : 0: 求素数域GF(p)中元素的逆元（可用于LTE中频域时域ZC序列的转换) 注：Matlab自带的函数gf只支持gf(2^m)，本程序p可以支持任意素数。-obtain inverse of the element of prime field GF(p)
Update : 2025-02-19 Size : 1kb Publisher : cvb
[Other] rsbch DL : 0: 用matlab对RS 码实现从ＧＦ域到数域,matlab产生的RS码是在GF域里面，对其进行译码会用到转到数域-realize galois field to number field for RS code
Update : 2025-02-19 Size : 1kb Publisher : lili
[Other] RS DL : 0: 详细且一目了然的RS编译码matlab仿真程序。包括GF(Q)域的各种运算（每种运算一个函数功能文件），RS编码模块及译码模块。期中译码模块又分为伴随式计算模块，错误位置多项式计算模块，错误位置计算模块，错误数值计算模块。还包含了专门用于测试每个模块是否正确的testbache。完整，详细- 详细且一目了然的RS编译码matlab仿真程序。包括GF(Q)域的各种运算（每种运算一个函数功能文件），RS编码模块及译码模块。期中译码模块又分为伴随式计算模块，错误位置多项式计算模块，错误位置计算模块，错误数值计算模块。还包含了专门用于测试每个模块是否正确的testbache。完整，详
Update : 2025-02-19 Size : 85kb Publisher : 马知罕
[Finance-Stock software system] Strategy_GFTD_V2 DL : 2: 广发TD股指期货高频交易策略，matlab实现-GF TD index futures high frequency trading strategies using matlab
Update : 2025-02-19 Size : 4kb Publisher : taoaming
[assembly language] Ch3ExKFGF DL : 0: FK和GF算法的matlab实现，并通过随机数对算法进行对比测试-FK and GF algorithm matlab implementation, and through the random number algorithm comparison test
Update : 2025-02-19 Size : 3kb Publisher : 陈德清
[matlab] inv_GF2_new DL : 0: 使用高斯消元法，在GF（2）域上计算矩阵的逆矩阵，比MATLAB自带方法快！-Use Gaussian elimination in GF (2) matrix inverse matrix calculation on the domain, faster than MATLAB own way!
Update : 2025-02-19 Size : 1kb Publisher : DONA
[Other] 多项式GCD DL : 0: 1。实现，用C／C++和MATLAB，欧几里德算法计算最大公司（GCD）的两个任意多项式在GF（2）。模拟和分析两给定阶数不小(1.Realize, by using c/c++ or Matlab, the Euclidean algorithm to calculate the greatest common division (GCD) for arbitrary two polynomials over GF(2). Simulate and analyze the calculation of the GCD polynomial for two given polynomials with order no less than 5.)
Update : 2025-02-19 Size : 1kb Publisher : 我是一只咸鱼
[Algorithm] pic1 DL : 0: gf dfd g fgrfg gffdgr
Update : 2025-02-19 Size : 894kb Publisher : nass

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