Code covered by the BSD License
Highlights from
Contemporary Communications Systems Matlab Files
- [M,m,df]=fftseq(m,ts,df)
- [Rx]=Rx_est(X,M)
- [X]=gaus_mar(X0,rho,N)
- [a,y,dist]=lloydmax(funfcn,b,... LLOYDMAX returns the the Lloyd-Max quantizer and the mean-squared
- [codebook,distortion]=VQ(trai... VQ.m vector quantizer design using K-means algorithm
- [decoder_output,survivor_stat... VITERBI The Viterbi decoder for convolutional codes
- [gsrv1,gsrv2]=gngauss(m,sgma)
- [h,l]=huffman(p); HUFFMAN Huffman code generator
- [next_state,memory_contents]=...
- [p]=cm_sm34(snr_in_dB)
- [p]=cm_sm41(snr_in_dB)
- [p]=cm_sm52(snr_in_dB)
- [p]=smldP510(snr_in_dB) [p]=smldP510(snr_in_dB)
- [p]=smldP511(snr_in_dB) [p]=smldP511(snr_in_dB)
- [p]=smldPe54(snr_in_dB) [p]=smldPe54(snr_in_dB)
- [p]=smldPe55(snr_in_dB) [p]=smldPe55(snr_in_dB)
- [p]=smldPe56(snr_in_dB) [p]=smldPe56(snr_in_dB)
- [p]=smldPe57(snr_in_dB) [p]=smldPe57(snr_in_dB)
- [p]=smldPe58(snr_in_dB) [p]=smldPe58(snr_in_dB)
- [p]=smldPe59(snr_in_dB) [p]=smldPe59(snr_in_dB)
- [p]=ss_Pe42(rho_in_dB)
- [p]=ss_Pe94(snr_in_dB, Lc, A,...
- [p]=ss_Pe96(rho_in_dB)
- [p]=ss_Pe97(rho_in_dB)
- [p_err,gamma_db]=p_e_hd_a(gam... p_e_hd_a.m Matlab function for computing error probability in
- [p_err,gamma_db]=p_e_hd_o(gam... p_e_hd_o.m Matlab function for computing error probability in
- [p_err,gamma_db]=p_e_sd_a(gam... p_e_sd_a.m Matlab function for computing error probability in
- [p_err,gamma_db]=p_e_sd_o(gam... p_e_sd_o.m Matlab function for computing error probability in
- [pb,ps]=cm_sm32(snr_in_dB)
- [seq]=ss_mlsrs(connections); [seq]=ss_mlsrs(connections)
- [sqnr,a_quan,code]=mula_pcm(a... MULA_PCM mu-law PCM encoding of a sequence
- [sqnr,a_quan,code]=u_pcm(a,n) U_PCM uniform PCM encoding of a sequence
- [v,phi]=env_phas(x,ts,f0)
- [v,phi]=env_phas(x,ts,f0)
- [xc,xs]=quadcomp(x,ts,f0)
- [y,a]=mulaw(x,mu) MULAW mu-law nonlinearity for nonuniform PCM
- [y,dist]=mse_dist(funfcn,a,to... MSE_DIST Returns the mean-squared quantization error.
- [y,dist]=uq_dist(funfcn,b,c,n... UQ_DIST returns the distortion of a uniform quantizer
- [y]=Q(x)
- [y]=Qfunct(x)
- bdt_int(x,snr_per_bit,M)
- bdt_int2(x,snr_per_bit,M)
- cm_dpske(E,M,mapping,sequence... [enc_comp] = cm_dpske(E,M,mapping,sequence)
- dis_spct.m Example of Plotting the Discrete Spectrum
- dist=uq_mdpnt(funfcn,b,n,delt... UQ_MDPNT returns the distortion of a uniform quantizer
- distance=metric(x,y)
- e=expected(funfcn,a,b,tol,p1,... EXPECTED Finds the expected value of a random variable
- f=il3_8fun(x,p) il3_8fun.m
- f=il4_8fun(x,p) The function needed in Illustrative Problem 8, Chapter 4.
- h=bientrop(p) h=bientrop(p) Returns the binary entropy function of the components
- h=entropy(p) H=ENTROPY(P) returns the entropy function of
- h=entropy2(p) h=entropy2(p) Returns the binary entropy function of the components
- multi_gp(m,C)
- output=cnv_encd(g,k0,input) cnv_encd(g,k0,input)
- p=spower(x)
- u=am_mod(a,m,ts,fc)
- u=dsb_mod(m,ts,fc)
- u=lssb_mod(m,ts,fc)
- u=ussb_mod(m,ts,fc)
- v=variance(funfcn,a,b,tol,p1,... VARIANCE Finds the variance of a random variable
- x=invmulaw(y,mu) INVMULAW the inverse of mu-law nonlinearity
- xl=loweq(x,ts,f0)
- xrc(f,alpha,T);
- xx=fseries(funfcn,a,b,n,tol,p... FSERIES Returns the Fourier series coefficients.
- xx=fseriest(funfcn,t,n,tol,p1... FSERIEST Returns the Fourier series coefficients.
- y=bin2deci(x)
- y=centroid(funfcn,a,b,tol,p1,... CENTROID Finds the centroid of a function over a region.
- y=deci2bin(x,l)
- y=exp_fnct(x,funfcn,k,T,p1,p2...
- y=lambda(x) y=lambda(x) generates a triangular signal
- y=lambdaab(x,a,b)
- y=lap(x)
- y=normal(x,m,s)
- y=rect(x) y=rect(x), determines the rectangular function
- y=rectab(x,a,b) y=rectab(x) determines a rectangular function of
- y=signum(x) SIGNUM finds the signum of a vector.
- y=sinc(x) Y=SINC(X), determines the sinc function
- y=sinc2(x) Y=SINC2(x) Finds the sinc^2 function
- y=x_a2_fnct(x,funfcn,a,p1,p2,...
- y=x_fnct(x,funfcn,p1,p2,p3)
- z=analytic(x)
- am.m
- am_dem.m
- bdt_f527.m
- bdt_f529.m
- bdt_f531.m
- bdt_f533.m
- bdt_f57.m
- binormal.m
- capexmpl.m
- cm_f34.m
- dsb1.m
- dsb2.m
- dsb3.m
- dsb_dem.m
- fm1.m
- fm2.m
- ip_01_01.m
- ip_01_02.m
- ip_01_03.m
- ip_01_04.m
- ip_01_05.m
- ip_01_06.m
- ip_01_07.m
- ip_01_08.m
- ip_02_02.m
- ip_02_03.m
- ip_02_04.m
- ip_02_05.m
- ip_02_06.m
- ip_02_07.m
- ip_02_08.m
- ip_02_09.m
- ip_02_10.m
- ip_03_01.m
- ip_03_02.m
- ip_03_03.m
- ip_03_04.m
- ip_03_05.m
- ip_03_07.m
- ip_03_09.m
- ip_03_10.m
- ip_03_11.m
- ip_04_04.m
- ip_04_05.m
- ip_04_07.m
- ip_04_08.m
- ip_04_09.m
- ip_04_10.m
- ip_04_11.m
- ip_04_13.m
- ip_05_04.m
- ip_05_05.m
- ip_05_06.m
- ip_05_07.m
- ip_05_08.m
- ip_05_09.m
- ip_05_10.m
- ip_05_11.m
- ip_06_01.m
- ip_06_02.m
- ip_06_03.m
- ip_06_04.m
- ip_06_05.m
- ip_06_06.m
- ip_06_07.m
- ip_06_08.m
- ip_06_09.m
- ip_06_10.m
- ip_06_11.m
- ip_06_12.m
- ip_07_01.m
- ip_07_02.m
- ip_07_03.m
- ip_07_04.m
- ip_07_05.m
- ip_07_06.m
- ip_07_07.m
- ip_07_08.m
- ip_07_09.m
- ip_07_10.m
- ip_07_11.m
- ip_07_12.m
- ip_08_01.m
- ip_08_02.m
- ip_08_03.m
- ip_08_04.m
- ip_08_05.m
- ip_08_06.m
- ip_08_07.m
- ip_08_08.m
- ip_08_09.m
- ip_08_10.m
- ip_08_11.m
- ip_08_12.m
- ip_09_04.m
- ip_09_05.m
- ip_09_06.m
- ip_09_07.m
- lssb.m
- lssb_dem.m
- ss42.m
- ss_tbl31.m
- test.m
- View all files
Contemporary Communications Systems Matlab Files
14 Mar 2013 Matlab Files in this book |
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