Q matrix to solve the problem, according to input parameters can be calculated as a Q band random matrices, satisfy the following conditions, each row of the matrix, each row, each diagonal are a number of 1

218
...\addnoise_snr.m
...\cal_bm.asv
...\cal_bm.m
...\compare.m
...\deci2bin.m
...\encoder218.asv
...\encoder218.m
...\gngauss.m
...\my_viterbi.m
...\my_viterbi1.asv
...\my_viterbi1.m
...\rayleigh.asv
...\rayleigh.m
...\simulation.fig
...\source.m
...\temp.asv
...\temp.m
...\temp2.m
...\temp3.m
...\test218_1.asv
...\test218_1.m

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