详细讲述纠错码的书籍

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				The Art of Error Correcting Coding: Linear Block Codes
				
				
								content="Error Control Coding,Error CorrectingCoding,Error Correcting Codes,FEC,Turbo Codes,Iterative Decoding,DigitalCommunications,Wireless,Satellite,Data,Coded Modulation,Golay,Hamming,BCH,Reed Solomon,Viterbi Decoder,Soft Decision Decoding,Sudan Algorithm,Unequal Error Protection,Variable Rate Coding,Adaptive Coding,Convolutional Codes,LDPC,Low-Density Parity-Check Codes,The Art of Error-Correcting Coding,Capacity-achieving codes,Coding is not dead, is more alive than ever" 
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				Linear Block Codes: Performance analysis 
				tools
				Here are several programs written in C and Matlab scripts for the analysis 
				and simulation of  various linear block codes over BSC, AWGN and Rayleigh 
				fading channels. This is the topic of  Chapter 1 of the 				href="http://www.amazon.com/gp/product/0470015586/ref=sr_11_1/102-3025380-7157754?ie=UTF8">book. 
				In addition to the programs below, the following two directories 
				contain, respectively, the generator matrices 
				and weight distributions of all binary extended BCH codes of length up to 
				128: 				href="http://the-art-of-ecc.com/Matrices_BCH">Matrices_BCH 				href="http://the-art-of-ecc.com/Weights">Weights_BCH 				style="FONT-WEIGHT: bold">Simulation of BPSK modulation over an AWGN 
				channel:				href="http://the-art-of-ecc.com/1_Linear/sim_bpsk.m">sim_bpsk.m which also 
				needs Q.m				style="FONT-WEIGHT: bold">Use of the Hamming bound to determine minimum 
				redundancy n-k, given k and t:				href="http://the-art-of-ecc.com/1_Linear/minred.m">minred.m				style="FONT-WEIGHT: bold">Use of the Hamming bound to determine maximum t, given 
				k and redundancy n-k:				href="http://the-art-of-ecc.com/1_Linear/maxt.m">maxt.m
				Simulation of a (6,3,3) linear code, over BSC, AWGN and Rayleigh fading 
				channels: 				href="http://the-art-of-ecc.com/1_Linear/633_awgn.c">633_awgn.c 				href="http://the-art-of-ecc.com/1_Linear/633_awgn_hdd.c">633_awgn_hdd.c 
								href="http://the-art-of-ecc.com/1_Linear/633_rayleigh.c">633_rayleigh.c 
				
				Weight distribution of a linear code given its generator matrix in an 
				input file: 				href="http://the-art-of-ecc.com/1_Linear/WD_linear_code.c">WD_linear_code.c 
				An example is the binary linear (6,3,3) code discussed in the book, for 
				which the file should contain the following 3 lines: 100110 010011 
				001101 Compute the weight 
				distribution and union bound of a binary linear code and union bound for binary 
				transmission over an AWGN channel:				href="http://the-art-of-ecc.com/1_Linear/WeightDistribution.m">WeightDistribution.m
				Another C program to find the weight distribution of a binary linear code 
				given a generator matrix (better user interface, no prompt): 				href="http://the-art-of-ecc.com/1_Linear/find_weights.c">find_weights.c 
				 
				Bounds on the probability of a block error (WER) and a bit error (BER) for 
				binary linear codes with binary transmission over a Rayleigh fading channel: 
								href="http://the-art-of-ecc.com/1_Linear/WER_Chernoff.c">WER_Chernoff.c 
								href="http://the-art-of-ecc.com/1_Linear/WER_MC_union.c">WER_MC_union.c 
								href="http://the-art-of-ecc.com/1_Linear/BER_Chernoff.c">BER_Chernoff.c 
								href="http://the-art-of-ecc.com/1_Linear/BER_MC_union.c">BER_MC_union.c 
				
				Union bound on the word error probability  (WER) for a binary linear 
				block code over a BSC channel: 				href="http://the-art-of-ecc.com/1_Linear/bound_pe.c">bound_pe.c 
				Bounds on the probability of a bit error for a linear code with 
				soft-decision and hard-decision decoding with binary transmission over an AWGN 
				channel: 				href="http://the-art-of-ecc.com/1_Linear/bound_awgn_ebno.c">bound_awgn_ebno.c 
								href="http://the-art-of-ecc.com/1_Linear/bound_hdd_awgn.c">bound_hdd_awgn.c 
				
				Bounds on the bit error probability of the memory-2 rate-1/2 convolutional 
				code discussed in the book: 				href="http://the-art-of-ecc.com/1_Linear/bound_rate12_bsc.c">bound_rate12_bsc.c 
								href="http://the-art-of-ecc.com/1_Linear/bound_rate12_bsc_best.c">bound_rate12_bsc_best.c 
								href="http://the-art-of-ecc.com/1_Linear/bound_rate12_bsc_meeberg.c">bound_rate12_bsc_meeberg.c 
				 
				Evaluation of the undetected error probability of a binary linear (4,2,2) 
				code, Equation (1.27) in the book: 				href="http://the-art-of-ecc.com/1_Linear/bound_undetect_422.c">bound_undetect_422.c 
				Bounds on the probability of error of a repetition code over an AWGN 
				channel and a Rayleigh fading channel, with soft decision decoding, as well as 
				probability of error with hard-decision over an AWGN channel: 				href="http://the-art-of-ecc.com/1_Linear/bound_313.c">bound_313.c 				href="http://the-art-of-ecc.com/1_Linear/pe313_rayleigh.c">pe313_rayleigh.c 
								href="http://the-art-of-ecc.com/1_Linear/pe_313_hd_awgn.c">pe_313_hd_awgn.c 
				
				Simulation of a repetition (3,1,3) code over a binary symmetric 
				channel: 				href="http://the-art-of-ecc.com/1_Linear/simulation313.c">simulation313.c 
				Decoding of the binary (3,1,3) code over 
				an AWGN channel:				href="http://the-art-of-ecc.com/1_Linear/MLdecoder_313code.m">MLdecoder_313code.m				style="FONT-WEIGHT: bold">Decoding of a binary (4,2,2) code over an AWGN 
				channel:				href="http://the-art-of-ecc.com/1_Linear/MLdecoder_422code.m">MLdecoder_422code.m
				Probability of decoding error (block error) for a binary code with binary 
				transmission over an AWGN channel and hard-decision decoding: 				href="http://the-art-of-ecc.com/1_Linear/pe_hdd_awgn.c">pe_hdd_awgn.c 
				
				Exact probability of error with standard array decoding of binary linear 
				codes: 				href="http://the-art-of-ecc.com/1_Linear/pe_std_array.c">pe_std_array.c 
				
				Evaluate error  probabilities  for an RS code: 				href="http://the-art-of-ecc.com/1_Linear/prob_error_RScode.c">prob_error_RScode.c 
								href="http://the-art-of-ecc.com/1_Linear/prob_dec_error_rs.c">prob_dec_error_rs.c 
				  
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				This page was last updated 
				on August 6, 2008, by Robert H. Morelos-Zaragoza.
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