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Type 'q()' to quit R. > z <- c(216.9,217.2,217.5,217.9,218.1,218.6,218.9,219.3,220.4,220.9,221,221.8,222,222.2,222.5,222.9,223.1,223.4,224,225.1,225.5,225.9,226.3,226.5,227,227.3,227.8,228.1,228.4,228.5,228.8,229,229.1,229.3,229.6,229.9,230,230.2,230.8,231,231.7,231.9,233,235.1,236,236.9,237.1,237.5,238.2,238.9,239.1,240,240.2,240.5,240.7,241.1,241.4,242.2,242.9,243.2) > y <- c(9.3,9.3,8.7,8.2,8.3,8.5,8.6,8.5,8.2,8.1,7.9,8.6,8.7,8.7,8.5,8.4,8.5,8.7,8.7,8.6,8.5,8.3,8,8.2,8.1,8.1,8,7.9,7.9,8,8,7.9,8,7.7,7.2,7.5,7.3,7,7,7,7.2,7.3,7.1,6.8,6.4,6.1,6.5,7.7,7.9,7.5,6.9,6.6,6.9,7.7,8,8,7.7,7.3,7.4,8.1) > x <- c(98.3,112.3,113.9,106.2,98.6,96.5,95.9,103.7,103.1,103.7,112.1,86.9,95,111.8,108.8,109.3,101.4,100.5,100.7,113.5,106.1,111.6,114.9,88.6,99.5,115.1,118,111.4,107.3,105.3,105.3,117.9,110.2,112.4,117.5,93,103.5,116.3,120,114.3,104.7,109.8,112.6,114.4,115.7,114.7,118.4,94.9,103.8,115.1,113.7,104,94.3,92.5,93.2,104.7,94,98.1,102.7,82.4) > par7 = 'Variable Z' > par6 = 'Variable Y' > par5 = 'Variable X' > par4 = 'Y' > par3 = 'Y' > par2 = '50' > par1 = '50' > #'GNU S' R Code compiled by R2WASP v. 1.0.44 () > #Author: Prof. Dr. P. Wessa > #To cite this work: AUTHOR(S), (YEAR), YOUR SOFTWARE TITLE (vNUMBER) in Free Statistics Software (v$_version), Office for Research Development and Education, URL http://www.wessa.net/rwasp_YOURPAGE.wasp/ > #Source of accompanying publication: Office for Research, Development, and Education > #Technical description: Write here your technical program description (don't use hard returns!) > x <- array(x,dim=c(length(x),1)) > colnames(x) <- par5 > y <- array(y,dim=c(length(y),1)) > colnames(y) <- par6 > z <- array(z,dim=c(length(z),1)) > colnames(z) <- par7 > d <- data.frame(cbind(z,y,x)) > colnames(d) <- list(par7,par6,par5) > par1 <- as.numeric(par1) > par2 <- as.numeric(par2) > if (par1>500) par1 <- 500 > if (par2>500) par2 <- 500 > if (par1<10) par1 <- 10 > if (par2<10) par2 <- 10 > library(GenKern) Loading required package: KernSmooth KernSmooth 2.22 installed Copyright M. P. Wand 1997 > library(lattice) > panel.hist <- function(x, ...) + { + usr <- par('usr'); on.exit(par(usr)) + par(usr = c(usr[1:2], 0, 1.5) ) + h <- hist(x, plot = FALSE) + breaks <- h$breaks; nB <- length(breaks) + y <- h$counts; y <- y/max(y) + rect(breaks[-nB], 0, breaks[-1], y, col='black', ...) + } > postscript(file="/var/www/rcomp/tmp/1x9qr1256924980.ps",horizontal=F,pagecentre=F,paper="special",width=8.3333333333333,height=5.5555555555556) > cloud(z~x*y, screen = list(x=-45, y=45, z=35),xlab=par5,ylab=par6,zlab=par7) > dev.off() null device 1 > postscript(file="/var/www/rcomp/tmp/2ex7e1256924980.ps",horizontal=F,pagecentre=F,paper="special",width=8.3333333333333,height=5.5555555555556) > cloud(z~x*y, screen = list(x=35, y=45, z=25),xlab=par5,ylab=par6,zlab=par7) > dev.off() null device 1 > postscript(file="/var/www/rcomp/tmp/36ueb1256924980.ps",horizontal=F,pagecentre=F,paper="special",width=8.3333333333333,height=5.5555555555556) > cloud(z~x*y, screen = list(x=35, y=-25, z=90),xlab=par5,ylab=par6,zlab=par7) > dev.off() null device 1 > postscript(file="/var/www/rcomp/tmp/4q0ib1256924980.ps",horizontal=F,pagecentre=F,paper="special",width=8.3333333333333,height=5.5555555555556) > pairs(d,diag.panel=panel.hist) > dev.off() null device 1 > x <- as.vector(x) > y <- as.vector(y) > z <- as.vector(z) > postscript(file="/var/www/rcomp/tmp/52ifw1256924980.ps",horizontal=F,pagecentre=F,paper="special",width=8.3333333333333,height=5.5555555555556) > op <- KernSur(x,y, xgridsize=par1, ygridsize=par2, correlation=cor(x,y), xbandwidth=dpik(x), ybandwidth=dpik(y)) > image(op$xords, op$yords, op$zden, col=terrain.colors(100), axes=TRUE,main='Bivariate Kernel Density Plot (x,y)',xlab=par5,ylab=par6) > if (par3=='Y') contour(op$xords, op$yords, op$zden, add=TRUE) > if (par4=='Y') points(x,y) > (r<-lm(y ~ x)) Call: lm(formula = y ~ x) Coefficients: (Intercept) x 10.55092 -0.02543 > abline(r) > box() > dev.off() null device 1 > postscript(file="/var/www/rcomp/tmp/6m55b1256924980.ps",horizontal=F,pagecentre=F,paper="special",width=8.3333333333333,height=5.5555555555556) > op <- KernSur(y,z, xgridsize=par1, ygridsize=par2, correlation=cor(y,z), xbandwidth=dpik(y), ybandwidth=dpik(z)) > op $xords [1] 5.654183 5.737686 5.821188 5.904691 5.988194 6.071697 6.155199 6.238702 [9] 6.322205 6.405708 6.489210 6.572713 6.656216 6.739719 6.823221 6.906724 [17] 6.990227 7.073729 7.157232 7.240735 7.324238 7.407740 7.491243 7.574746 [25] 7.658249 7.741751 7.825254 7.908757 7.992260 8.075762 8.159265 8.242768 [33] 8.326271 8.409773 8.493276 8.576779 8.660281 8.743784 8.827287 8.910790 [41] 8.994292 9.077795 9.161298 9.244801 9.328303 9.411806 9.495309 9.578812 [49] 9.662314 9.745817 $yords [1] 212.5540 213.2681 213.9822 214.6963 215.4105 216.1246 216.8387 217.5528 [9] 218.2670 218.9811 219.6952 220.4093 221.1235 221.8376 222.5517 223.2658 [17] 223.9800 224.6941 225.4082 226.1223 226.8364 227.5506 228.2647 228.9788 [25] 229.6929 230.4071 231.1212 231.8353 232.5494 233.2636 233.9777 234.6918 [33] 235.4059 236.1200 236.8342 237.5483 238.2624 238.9765 239.6907 240.4048 [41] 241.1189 241.8330 242.5472 243.2613 243.9754 244.6895 245.4037 246.1178 [49] 246.8319 247.5460 $zden [,1] [,2] [,3] [,4] [,5] [1,] 8.530061e-40 8.045693e-38 6.734431e-36 5.000688e-34 3.293726e-32 [2,] 4.882436e-38 4.167873e-36 3.162077e-34 2.130008e-32 1.273262e-30 [3,] 2.442116e-36 1.871916e-34 1.281526e-32 7.810983e-31 4.231246e-29 [4,] 1.111982e-34 7.475101e-33 4.554539e-31 2.491892e-29 1.217603e-27 [5,] 5.086050e-33 2.836161e-31 1.481876e-29 7.112528e-28 3.092087e-26 [6,] 2.690222e-31 1.160687e-29 4.862245e-28 1.944037e-26 7.261024e-25 [7,] 1.701680e-29 5.681103e-28 1.829262e-26 5.726400e-25 1.731624e-23 [8,] 1.139132e-27 3.140976e-26 8.086142e-25 1.979397e-23 4.674541e-22 [9,] 7.157345e-26 1.715405e-24 3.751981e-23 7.587983e-22 1.442608e-20 [10,] 3.988686e-24 8.501996e-23 1.635789e-21 2.862391e-20 4.607358e-19 [11,] 1.931939e-22 3.694609e-21 6.345702e-20 9.830700e-19 1.383366e-17 [12,] 8.077920e-21 1.390699e-19 2.145128e-18 2.971836e-17 3.713809e-16 [13,] 2.909011e-19 4.514925e-18 6.270678e-17 7.804438e-16 8.727086e-15 [14,] 9.015474e-18 1.262229e-16 1.580454e-15 1.771128e-14 1.779167e-13 [15,] 2.403910e-16 3.036951e-15 3.430264e-14 3.465422e-13 3.134061e-12 [16,] 5.514600e-15 6.287319e-14 6.408217e-13 5.839947e-12 4.760876e-11 [17,] 1.088426e-13 1.120010e-12 1.030268e-11 8.472701e-11 6.230773e-10 [18,] 1.848464e-12 1.716914e-11 1.425564e-10 1.058167e-09 7.022739e-09 [19,] 2.701450e-11 2.265221e-10 1.697918e-09 1.137773e-08 6.816624e-08 [20,] 3.397855e-10 2.572683e-09 1.741172e-08 1.053506e-07 5.699337e-07 [21,] 3.678636e-09 2.515737e-08 1.537756e-07 8.403379e-07 4.106241e-06 [22,] 3.428489e-08 2.118611e-07 1.170051e-06 5.777030e-06 2.550765e-05 [23,] 2.751205e-07 1.536961e-06 7.673047e-06 3.424719e-05 1.367110e-04 [24,] 1.901243e-06 9.608218e-06 4.338940e-05 1.751849e-04 6.327186e-04 [25,] 1.131787e-05 5.178057e-05 2.116895e-04 7.738455e-04 2.531225e-03 [26,] 5.805794e-05 2.406885e-04 8.916939e-04 2.954610e-03 8.763781e-03 [27,] 2.567653e-04 9.655781e-04 3.245670e-03 9.761659e-03 2.629854e-02 [28,] 9.796363e-04 3.345968e-03 1.021958e-02 2.794699e-02 6.852436e-02 [29,] 3.227105e-03 1.002599e-02 2.787453e-02 6.945807e-02 1.554031e-01 [30,] 9.189130e-03 2.601570e-02 6.598552e-02 1.502316e-01 3.077419e-01 [31,] 2.265349e-02 5.857857e-02 1.359349e-01 2.837978e-01 5.346768e-01 [32,] 4.846171e-02 1.148073e-01 2.447035e-01 4.708230e-01 8.210002e-01 [33,] 9.028493e-02 1.968004e-01 3.874460e-01 6.919650e-01 1.126787e+00 [34,] 1.473299e-01 2.973811e-01 5.452354e-01 9.131485e-01 1.405309e+00 [35,] 2.125893e-01 4.011393e-01 6.929630e-01 1.102939e+00 1.626783e+00 [36,] 2.753677e-01 4.921839e-01 8.128614e-01 1.247296e+00 1.784679e+00 [37,] 3.271946e-01 5.625706e-01 9.006998e-01 1.345902e+00 1.877390e+00 [38,] 3.657525e-01 6.125193e-01 9.572911e-01 1.394072e+00 1.888647e+00 [39,] 3.922488e-01 6.416668e-01 9.754315e-01 1.374382e+00 1.796410e+00 [40,] 4.050020e-01 6.423539e-01 9.409210e-01 1.274241e+00 1.607379e+00 [41,] 3.977977e-01 6.058622e-01 8.515604e-01 1.114208e+00 1.379385e+00 [42,] 3.672627e-01 5.377312e-01 7.349609e-01 9.541647e-01 1.200310e+00 [43,] 3.225767e-01 4.654118e-01 6.426310e-01 8.629633e-01 1.133621e+00 [44,] 2.860718e-01 4.264318e-01 6.191821e-01 8.718414e-01 1.172497e+00 [45,] 2.807783e-01 4.431902e-01 6.691093e-01 9.481074e-01 1.239566e+00 [46,] 3.131518e-01 5.036070e-01 7.479627e-01 1.011806e+00 1.235737e+00 [47,] 3.647318e-01 5.642403e-01 7.876979e-01 9.863349e-01 1.104295e+00 [48,] 4.009893e-01 5.763394e-01 7.399285e-01 8.467666e-01 8.630646e-01 [49,] 3.926984e-01 5.168018e-01 6.051424e-01 6.301076e-01 5.834235e-01 [50,] 3.342428e-01 4.006539e-01 4.266898e-01 4.037057e-01 3.394009e-01 [,6] [,7] [,8] [,9] [,10] [1,] 1.924145e-30 9.969227e-29 4.580869e-27 1.866774e-25 6.746678e-24 [2,] 6.752417e-29 3.176431e-27 1.325324e-25 4.904420e-24 1.609630e-22 [3,] 2.035177e-27 8.687248e-26 3.289926e-24 1.105216e-22 3.293287e-21 [4,] 5.297064e-26 2.048219e-24 7.032693e-23 2.143125e-21 5.794722e-20 [5,] 1.206799e-24 4.206274e-23 1.305404e-21 3.601268e-20 8.823273e-19 [6,] 2.486836e-23 7.707803e-22 2.144024e-20 5.325968e-19 1.178174e-17 [7,] 4.970868e-22 1.327503e-20 3.242543e-19 7.158243e-18 1.417512e-16 [8,] 1.068864e-20 2.343927e-19 4.843078e-18 9.255840e-17 1.612071e-15 [9,] 2.620233e-19 4.589158e-18 7.731269e-17 1.236614e-15 1.845436e-14 [10,] 6.924247e-18 9.871165e-17 1.350110e-15 1.774233e-14 2.219513e-13 [11,] 1.787046e-16 2.149233e-15 2.443558e-14 2.657237e-13 2.771606e-12 [12,] 4.215960e-15 4.393712e-14 4.262404e-13 3.907307e-12 3.423199e-11 [13,] 8.808082e-14 8.083364e-13 6.819528e-12 5.364424e-11 3.993587e-10 [14,] 1.606712e-12 1.310941e-11 9.741609e-11 6.670272e-10 4.270884e-09 [15,] 2.541860e-11 1.854832e-10 1.224583e-09 7.379660e-09 4.110770e-08 [16,] 3.475565e-10 2.276768e-09 1.343356e-08 7.184344e-08 3.517125e-07 [17,] 4.099843e-09 2.416821e-08 1.279467e-07 6.109577e-07 2.650596e-06 [18,] 4.168551e-08 2.214703e-07 1.054793e-06 4.516545e-06 1.747694e-05 [19,] 3.652083e-07 1.750508e-06 7.513814e-06 2.893779e-05 1.003516e-04 [20,] 2.757205e-06 1.193160e-05 4.621534e-05 1.604306e-04 5.003415e-04 [21,] 1.794467e-05 7.015106e-05 2.454367e-04 7.692035e-04 2.163170e-03 [22,] 1.007422e-04 3.560007e-04 1.126077e-03 3.190615e-03 8.108452e-03 [23,] 4.882739e-04 1.560887e-03 4.468211e-03 1.146172e-02 2.637592e-02 [24,] 2.045277e-03 5.920487e-03 1.535667e-02 3.572040e-02 7.459425e-02 [25,] 7.413770e-03 1.945857e-02 4.580540e-02 9.680482e-02 1.839138e-01 [26,] 2.329186e-02 5.552547e-02 1.188676e-01 2.288237e-01 3.967336e-01 [27,] 6.354364e-02 1.378969e-01 2.691926e-01 4.735528e-01 7.522299e-01 [28,] 1.508934e-01 2.989616e-01 5.340532e-01 8.621476e-01 1.261021e+00 [29,] 3.128491e-01 5.680651e-01 9.328733e-01 1.389606e+00 1.883683e+00 [30,] 5.687389e-01 9.512514e-01 1.444865e+00 2.000377e+00 2.534520e+00 [31,] 9.122535e-01 1.415151e+00 2.004468e+00 2.603995e+00 3.118020e+00 [32,] 1.303328e+00 1.892748e+00 2.527031e+00 3.117562e+00 3.575427e+00 [33,] 1.682058e+00 2.314343e+00 2.950113e+00 3.502686e+00 3.902408e+00 [34,] 1.998740e+00 2.640383e+00 3.254301e+00 3.762943e+00 4.121931e+00 [35,] 2.233612e+00 2.864415e+00 3.443344e+00 3.906827e+00 4.242552e+00 [36,] 2.385609e+00 2.984133e+00 3.508859e+00 3.921136e+00 4.247932e+00 [37,] 2.444295e+00 2.978211e+00 3.426321e+00 3.788221e+00 4.125100e+00 [38,] 2.383665e+00 2.824145e+00 3.192566e+00 3.526038e+00 3.893176e+00 [39,] 2.193807e+00 2.542457e+00 2.861301e+00 3.200226e+00 3.597377e+00 [40,] 1.918312e+00 2.215021e+00 2.529881e+00 2.888737e+00 3.275663e+00 [41,] 1.650991e+00 1.947801e+00 2.281333e+00 2.630107e+00 2.932866e+00 [42,] 1.483861e+00 1.803809e+00 2.129718e+00 2.400436e+00 2.545961e+00 [43,] 1.445518e+00 1.760207e+00 2.013112e+00 2.137420e+00 2.095293e+00 [44,] 1.478902e+00 1.723809e+00 1.840148e+00 1.792807e+00 1.595621e+00 [45,] 1.477583e+00 1.595219e+00 1.556240e+00 1.373404e+00 1.100612e+00 [46,] 1.356243e+00 1.335438e+00 1.180576e+00 9.395683e-01 6.762917e-01 [47,] 1.104168e+00 9.863076e-01 7.883523e-01 5.655272e-01 3.657446e-01 [48,] 7.835441e-01 6.341603e-01 4.583426e-01 2.966392e-01 1.726172e-01 [49,] 4.805632e-01 3.524594e-01 2.305265e-01 1.347761e-01 7.068291e-02 [50,] 2.536641e-01 1.686756e-01 9.991944e-02 5.283365e-02 2.501072e-02 [,11] [,12] [,13] [,14] [,15] [1,] 2.162429e-22 6.146773e-21 1.549554e-19 3.464350e-18 6.869010e-17 [2,] 4.685245e-21 1.209495e-19 2.769120e-18 5.622717e-17 1.012559e-15 [3,] 8.703909e-20 2.040290e-18 4.241882e-17 7.821935e-16 1.279267e-14 [4,] 1.389987e-18 2.957649e-17 5.582432e-16 9.346173e-15 1.387962e-13 [5,] 1.918883e-17 3.703332e-16 6.341597e-15 9.634627e-14 1.298640e-12 [6,] 2.317252e-16 4.048622e-15 6.280615e-14 8.648611e-13 1.057023e-11 [7,] 2.506682e-15 3.948243e-14 5.531086e-13 6.886054e-12 7.615496e-11 [8,] 2.532779e-14 3.566770e-13 4.485024e-12 5.024776e-11 5.009589e-10 [9,] 2.528487e-13 3.142475e-12 3.514339e-11 3.519027e-10 3.145914e-09 [10,] 2.602295e-12 2.814337e-11 2.771631e-10 2.463467e-09 1.964900e-08 [11,] 2.751944e-11 2.564169e-10 2.207686e-09 1.733857e-08 1.230790e-07 [12,] 2.873851e-10 2.294727e-09 1.718533e-08 1.188979e-07 7.504088e-07 [13,] 2.843798e-09 1.940003e-08 1.257289e-07 7.630833e-07 4.272861e-06 [14,] 2.595249e-08 1.511083e-07 8.428857e-07 4.459966e-06 2.205355e-05 [15,] 2.149500e-07 1.070542e-06 5.119500e-06 2.345095e-05 1.017042e-04 [16,] 1.597929e-06 6.846700e-06 2.805728e-05 1.106276e-04 4.175763e-04 [17,] 1.056456e-05 3.926944e-05 1.384137e-04 4.686551e-04 1.529430e-03 [18,] 6.163248e-05 2.005941e-04 6.124971e-04 1.784435e-03 5.016212e-03 [19,] 3.152931e-04 9.064517e-04 2.419150e-03 6.100521e-03 1.477974e-02 [20,] 1.408135e-03 3.603136e-03 8.481812e-03 1.867219e-02 3.917490e-02 [21,] 5.476100e-03 1.254915e-02 2.627510e-02 5.097741e-02 9.337405e-02 [22,] 1.852645e-02 3.821832e-02 7.169818e-02 1.237508e-01 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3.736300e-02 [7,] 2.270785e-01 1.694259e-01 1.168923e-01 7.416122e-02 4.321861e-02 [8,] 2.893508e-01 2.075368e-01 1.371068e-01 8.329722e-02 4.664599e-02 [9,] 3.432512e-01 2.361555e-01 1.495445e-01 8.739975e-02 4.764260e-02 [10,] 3.789679e-01 2.500310e-01 1.524846e-01 8.711764e-02 4.810298e-02 [11,] 3.892096e-01 2.477065e-01 1.485359e-01 8.708712e-02 5.288641e-02 [12,] 3.747705e-01 2.363958e-01 1.477413e-01 9.700097e-02 6.939325e-02 [13,] 3.518369e-01 2.354264e-01 1.674273e-01 1.292863e-01 1.046250e-01 [14,] 3.534846e-01 2.724141e-01 2.259311e-01 1.929203e-01 1.605110e-01 [15,] 4.186374e-01 3.705971e-01 3.318754e-01 2.862216e-01 2.302122e-01 [16,] 5.713185e-01 5.333887e-01 4.752142e-01 3.935060e-01 2.985477e-01 [17,] 8.025957e-01 7.363788e-01 6.268997e-01 4.892428e-01 3.476594e-01 [18,] 1.068192e+00 9.337731e-01 7.494607e-01 5.488368e-01 3.653999e-01 [19,] 1.305252e+00 1.077330e+00 8.136288e-01 5.602969e-01 3.514747e-01 [20,] 1.459300e+00 1.137579e+00 8.116708e-01 5.298263e-01 3.174527e-01 [21,] 1.506501e+00 1.115700e+00 7.598647e-01 4.780578e-01 2.807646e-01 [22,] 1.460450e+00 1.040252e+00 6.891237e-01 4.294885e-01 2.564546e-01 [23,] 1.361568e+00 9.512887e-01 6.295086e-01 4.012746e-01 2.509845e-01 [24,] 1.255284e+00 8.807938e-01 5.970615e-01 3.967009e-01 2.601991e-01 [25,] 1.170499e+00 8.396068e-01 5.887008e-01 4.050554e-01 2.714995e-01 [26,] 1.109504e+00 8.160805e-01 5.857495e-01 4.070880e-01 2.696683e-01 [27,] 1.052600e+00 7.847094e-01 5.636863e-01 3.844689e-01 2.447339e-01 [28,] 9.719773e-01 7.199843e-01 5.049090e-01 3.298348e-01 1.977592e-01 [29,] 8.476210e-01 6.105297e-01 4.090681e-01 2.513647e-01 1.400776e-01 [30,] 6.795443e-01 4.668000e-01 2.939110e-01 1.677778e-01 8.615620e-02 [31,] 4.900710e-01 3.161195e-01 1.848378e-01 9.721330e-02 4.575019e-02 [32,] 3.127490e-01 1.872967e-01 1.008871e-01 4.862562e-02 2.090059e-02 [33,] 1.745613e-01 9.629737e-02 4.753368e-02 2.092439e-02 8.196815e-03 [34,] 8.453957e-02 4.273670e-02 1.926676e-02 7.729641e-03 2.755982e-03 [35,] 3.533973e-02 1.631644e-02 6.704001e-03 2.447996e-03 7.937762e-04 [36,] 1.270878e-02 5.347729e-03 1.999888e-03 6.641311e-04 1.957461e-04 [37,] 3.923422e-03 1.502659e-03 5.110571e-04 1.542661e-04 4.131687e-05 [38,] 1.038426e-03 3.616973e-04 1.118171e-04 3.067095e-05 7.463103e-06 [39,] 2.354404e-04 7.454273e-05 2.094049e-05 5.218450e-06 1.153501e-06 [40,] 4.570489e-05 1.314941e-05 3.356013e-06 7.597364e-07 1.525431e-07 [41,] 7.594265e-06 1.985023e-06 4.602224e-07 9.463686e-08 1.725934e-08 [42,] 1.079862e-06 2.564089e-07 5.399938e-08 1.008592e-08 1.670712e-09 [43,] 1.313887e-07 2.833846e-08 5.420833e-09 9.196341e-10 1.383617e-10 [44,] 1.367804e-08 2.679640e-09 4.655738e-10 7.173853e-11 9.803111e-12 [45,] 1.218282e-09 2.167817e-10 3.420975e-11 4.787672e-12 5.942149e-13 [46,] 9.283573e-11 1.500393e-11 2.150516e-12 2.733537e-13 3.081414e-14 [47,] 6.052328e-12 8.884294e-13 1.156561e-13 1.335232e-14 1.367057e-15 [48,] 3.375679e-13 4.500589e-14 5.321337e-15 5.579739e-16 5.188578e-17 [49,] 1.610767e-14 1.950505e-15 2.094611e-16 1.994807e-17 1.684765e-18 [50,] 6.575572e-16 7.231906e-17 7.053644e-18 6.101196e-19 4.680121e-20 > image(op$xords, op$yords, op$zden, col=terrain.colors(100), axes=TRUE,main='Bivariate Kernel Density Plot (y,z)',xlab=par6,ylab=par7) > if (par3=='Y') contour(op$xords, op$yords, op$zden, add=TRUE) > if (par4=='Y') points(y,z) > (r<-lm(z ~ y)) Call: lm(formula = z ~ y) Coefficients: (Intercept) y 289.652 -7.693 > abline(r) > box() > dev.off() null device 1 > postscript(file="/var/www/rcomp/tmp/7mfan1256924980.ps",horizontal=F,pagecentre=F,paper="special",width=8.3333333333333,height=5.5555555555556) > op <- KernSur(x,z, xgridsize=par1, ygridsize=par2, correlation=cor(x,z), xbandwidth=dpik(x), ybandwidth=dpik(z)) > op $xords [1] 76.93742 77.92773 78.91804 79.90835 80.89865 81.88896 82.87927 [8] 83.86958 84.85989 85.85020 86.84051 87.83082 88.82113 89.81144 [15] 90.80175 91.79206 92.78237 93.77268 94.76299 95.75330 96.74361 [22] 97.73392 98.72423 99.71454 100.70485 101.69515 102.68546 103.67577 [29] 104.66608 105.65639 106.64670 107.63701 108.62732 109.61763 110.60794 [36] 111.59825 112.58856 113.57887 114.56918 115.55949 116.54980 117.54011 [43] 118.53042 119.52073 120.51104 121.50135 122.49165 123.48196 124.47227 [50] 125.46258 $yords [1] 212.5540 213.2681 213.9822 214.6963 215.4105 216.1246 216.8387 217.5528 [9] 218.2670 218.9811 219.6952 220.4093 221.1235 221.8376 222.5517 223.2658 [17] 223.9800 224.6941 225.4082 226.1223 226.8364 227.5506 228.2647 228.9788 [25] 229.6929 230.4071 231.1212 231.8353 232.5494 233.2636 233.9777 234.6918 [33] 235.4059 236.1200 236.8342 237.5483 238.2624 238.9765 239.6907 240.4048 [41] 241.1189 241.8330 242.5472 243.2613 243.9754 244.6895 245.4037 246.1178 [49] 246.8319 247.5460 $zden [,1] [,2] [,3] [,4] [,5] [1,] 2.876847e-06 6.447008e-06 1.359354e-05 2.696799e-05 5.034111e-05 [2,] 6.227367e-06 1.388760e-05 2.914114e-05 5.753733e-05 1.068988e-04 [3,] 1.252869e-05 2.779833e-05 5.804078e-05 1.140381e-04 2.108543e-04 [4,] 2.345297e-05 5.175087e-05 1.074792e-04 2.100895e-04 3.865119e-04 [5,] 4.093809e-05 8.976023e-05 1.853080e-04 3.601752e-04 6.590612e-04 [6,] 6.691947e-05 1.455498e-04 2.982981e-04 5.759171e-04 1.047312e-03 [7,] 1.032842e-04 2.221181e-04 4.507462e-04 8.626774e-04 1.556595e-03 [8,] 1.527756e-04 3.229548e-04 6.458440e-04 1.220634e-03 2.178689e-03 [9,] 2.219469e-04 4.568690e-04 8.931868e-04 1.655931e-03 2.907711e-03 [10,] 3.272834e-04 6.482739e-04 1.225337e-03 2.206329e-03 3.778391e-03 [11,] 5.048724e-04 9.532486e-04 1.723434e-03 2.980491e-03 4.924190e-03 [12,] 8.221516e-04 1.478372e-03 2.546142e-03 4.200800e-03 6.638368e-03 [13,] 1.387359e-03 2.394572e-03 3.948915e-03 6.228861e-03 9.406332e-03 [14,] 2.349154e-03 3.933705e-03 6.274558e-03 9.545856e-03 1.387047e-02 [15,] 3.877452e-03 6.354481e-03 9.896424e-03 1.466342e-02 2.069819e-02 [16,] 6.119518e-03 9.870597e-03 1.510720e-02 2.196072e-02 3.035573e-02 [17,] 9.134766e-03 1.454962e-02 2.197080e-02 3.147954e-02 4.283995e-02 [18,] 1.282622e-02 2.021306e-02 3.018590e-02 4.274979e-02 5.747008e-02 [19,] 1.689955e-02 2.638546e-02 3.903021e-02 5.473945e-02 7.285893e-02 [20,] 2.088217e-02 3.233820e-02 4.744555e-02 6.600089e-02 8.714149e-02 [21,] 2.421713e-02 3.724352e-02 5.427433e-02 7.501175e-02 9.843598e-02 [22,] 2.641295e-02 4.040207e-02 5.858435e-02 8.060964e-02 1.053888e-01 [23,] 2.719599e-02 4.146033e-02 5.995782e-02 8.234894e-02 1.075814e-01 [24,] 2.659982e-02 4.052233e-02 5.861562e-02 8.061823e-02 1.056120e-01 [25,] 2.494801e-02 3.810075e-02 5.531475e-02 7.645807e-02 1.008094e-01 [26,] 2.273640e-02 3.492757e-02 5.106444e-02 7.116429e-02 9.471610e-02 [27,] 2.046982e-02 3.171383e-02 4.679624e-02 6.586690e-02 8.859254e-02 [28,] 1.852822e-02 2.896788e-02 4.313780e-02 6.127536e-02 8.316368e-02 [29,] 1.711466e-02 2.694143e-02 4.037245e-02 5.767530e-02 7.868228e-02 [30,] 1.628789e-02 2.569567e-02 3.855648e-02 5.511484e-02 7.519708e-02 [31,] 1.603586e-02 2.521508e-02 3.768205e-02 5.361917e-02 7.281025e-02 [32,] 1.633019e-02 2.548018e-02 3.776338e-02 5.327676e-02 7.173949e-02 [33,] 1.712463e-02 2.645072e-02 3.878973e-02 5.414079e-02 7.214267e-02 [34,] 1.830528e-02 2.797978e-02 4.058694e-02 5.602149e-02 7.382699e-02 [35,] 1.963836e-02 2.973229e-02 4.269922e-02 5.832680e-02 7.605189e-02 [36,] 2.076867e-02 3.118673e-02 4.439959e-02 6.009169e-02 7.759296e-02 [37,] 2.129264e-02 3.175068e-02 4.486421e-02 6.022921e-02 7.708766e-02 [38,] 2.088318e-02 3.095060e-02 4.344563e-02 5.790362e-02 7.351853e-02 [39,] 1.940834e-02 2.860672e-02 3.991574e-02 5.284825e-02 6.660473e-02 [40,] 1.698469e-02 2.490629e-02 3.455913e-02 4.547462e-02 5.691601e-02 [41,] 1.393951e-02 2.034108e-02 2.807524e-02 3.672713e-02 4.566728e-02 [42,] 1.070181e-02 1.554261e-02 2.134269e-02 2.776327e-02 3.430610e-02 [43,] 7.673591e-03 1.109296e-02 1.515669e-02 1.960925e-02 2.408534e-02 [44,] 5.133777e-03 7.387464e-03 1.004442e-02 1.292641e-02 1.578541e-02 [45,] 3.202488e-03 4.587471e-03 6.207353e-03 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0.1021780897 0.0775870670 [20,] 0.165385007 0.147495106 0.1251519542 0.1009605149 0.0773852848 [21,] 0.156159653 0.140412797 0.1202846521 0.0980819468 0.0760693326 [22,] 0.146626932 0.133144064 0.1153160740 0.0951565576 0.0747379966 [23,] 0.139592641 0.127942164 0.1119364020 0.0933613946 0.0741454674 [24,] 0.136387399 0.125775020 0.1107755873 0.0930450778 0.0744323327 [25,] 0.136533136 0.126081783 0.1112401405 0.0936296545 0.0750753676 [26,] 0.138024428 0.127051026 0.1117718685 0.0938380634 0.0750771586 [27,] 0.138127794 0.126329153 0.1104471702 0.0921782936 0.0733397524 [28,] 0.134430021 0.121921200 0.1057150834 0.0875197633 0.0690935152 [29,] 0.125763413 0.112960785 0.0970048378 0.0795470295 0.0622170358 [30,] 0.112663689 0.100058351 0.0849688481 0.0689117296 0.0533181125 [31,] 0.097192250 0.085099414 0.0712712636 0.0570263588 0.0435457893 [32,] 0.082211123 0.070590714 0.0580226736 0.0455963618 0.0342201423 [33,] 0.070411034 0.058828533 0.0470998629 0.0360889007 0.0264366360 [34,] 0.063461279 0.051205847 0.0396091877 0.0293387398 0.0207923303 [35,] 0.061561669 0.047881248 0.0356600931 0.0254073335 0.0173088206 [36,] 0.063499204 0.047870578 0.0344757134 0.0236975618 0.0155393686 [37,] 0.067132027 0.049471841 0.0347492832 0.0232392960 0.0147873977 [38,] 0.070099806 0.050843881 0.0350950387 0.0230253512 0.0143457655 [39,] 0.070514176 0.050539930 0.0344417445 0.0222883382 0.0136824221 [40,] 0.067416484 0.047839406 0.0322608560 0.0206491708 0.0125316231 [41,] 0.060889987 0.042807439 0.0285907113 0.0181203720 0.0108869348 [42,] 0.051845617 0.036112343 0.0238904437 0.0149958858 0.0089226691 [43,] 0.041612300 0.028709332 0.0188079593 0.0116893331 0.0068866652 [44,] 0.031507325 0.021523471 0.0139573777 0.0085853928 0.0050058374 [45,] 0.022528175 0.015232587 0.0097736254 0.0059471490 0.0034299410 [46,] 0.015224820 0.010186733 0.0064648784 0.0038897817 0.0022179025 [47,] 0.009730027 0.006441452 0.0040426809 0.0024044806 0.0013549047 [48,] 0.005880488 0.003852096 0.0023907859 0.0014055216 0.0007825408 [49,] 0.003359012 0.002177765 0.0013368883 0.0007769402 0.0004274129 [50,] 0.001811549 0.001162870 0.0007063421 0.0004059220 0.0002206989 [,47] [,48] [,49] [,50] [1,] 0.0099139899 8.173219e-03 6.339122e-03 4.625470e-03 [2,] 0.0141901766 1.164325e-02 8.987845e-03 6.527256e-03 [3,] 0.0188637736 1.540390e-02 1.183410e-02 8.553424e-03 [4,] 0.0233011809 1.893382e-02 1.447498e-02 1.041146e-02 [5,] 0.0267726604 2.164142e-02 1.646021e-02 1.177957e-02 [6,] 0.0286793283 2.304766e-02 1.743083e-02 1.240563e-02 [7,] 0.0287859027 2.296814e-02 1.725318e-02 1.220002e-02 [8,] 0.0273595151 2.161522e-02 1.608936e-02 1.128100e-02 [9,] 0.0251454152 1.956959e-02 1.436922e-02 9.950388e-03 [10,] 0.0231766821 1.762495e-02 1.267104e-02 8.607259e-03 [11,] 0.0224811008 1.656118e-02 1.155573e-02 7.633454e-03 [12,] 0.0237827048 1.692423e-02 1.141312e-02 7.292223e-03 [13,] 0.0272907963 1.888110e-02 1.236812e-02 7.670942e-03 [14,] 0.0326377750 2.218873e-02 1.426871e-02 8.679442e-03 [15,] 0.0389845026 2.628061e-02 1.675227e-02 1.009734e-02 [16,] 0.0452653861 3.044321e-02 1.936565e-02 1.165154e-02 [17,] 0.0505008202 3.402797e-02 2.170137e-02 1.309898e-02 [18,] 0.0540759991 3.663145e-02 2.350750e-02 1.428990e-02 [19,] 0.0558908240 3.818496e-02 2.473748e-02 1.519353e-02 [20,] 0.0563309579 3.892634e-02 2.552689e-02 1.588087e-02 [21,] 0.0560767495 3.926930e-02 2.610890e-02 1.647298e-02 [22,] 0.0558231964 3.961968e-02 2.670003e-02 1.707349e-02 [23,] 0.0560083526 4.020167e-02 2.739487e-02 1.770818e-02 [24,] 0.0566390974 4.095178e-02 2.810557e-02 1.829279e-02 [25,] 0.0572726365 4.151861e-02 2.857016e-02 1.864369e-02 [26,] 0.0571666879 4.137600e-02 2.843360e-02 1.853303e-02 [27,] 0.0555549566 4.001694e-02 2.737810e-02 1.777220e-02 [28,] 0.0519509883 3.715847e-02 2.525439e-02 1.629184e-02 [29,] 0.0463605204 3.287386e-02 2.215861e-02 1.418313e-02 [30,] 0.0393131589 2.759457e-02 1.841967e-02 1.168092e-02 [31,] 0.0317018908 2.198168e-02 1.450264e-02 9.095450e-03 [32,] 0.0245035679 1.672492e-02 1.087126e-02 6.723116e-03 [33,] 0.0184982467 1.235320e-02 7.866548e-03 4.772692e-03 [34,] 0.0140897947 9.124246e-03 5.643182e-03 3.331200e-03 [35,] 0.0112718438 7.016039e-03 4.173746e-03 2.372698e-03 [36,] 0.0097196684 5.799993e-03 3.303045e-03 1.796012e-03 [37,] 0.0089497431 5.152048e-03 2.821810e-03 1.471269e-03 [38,] 0.0084825836 4.758515e-03 2.532358e-03 1.278727e-03 [39,] 0.0079613461 4.388192e-03 2.290284e-03 1.131668e-03 [40,] 0.0072044589 3.920701e-03 2.018555e-03 9.827545e-04 [41,] 0.0061951502 3.336313e-03 1.699263e-03 8.180749e-04 [42,] 0.0050283352 2.681810e-03 1.352724e-03 6.449219e-04 [43,] 0.0038429570 2.029780e-03 1.014081e-03 4.789342e-04 [44,] 0.0027647986 1.445584e-03 7.150758e-04 3.344584e-04 [45,] 0.0018739161 9.693135e-04 4.744582e-04 2.196476e-04 [46,] 0.0011979215 6.126283e-04 2.965233e-04 1.357756e-04 [47,] 0.0007231102 3.654061e-04 1.747755e-04 7.909839e-05 [48,] 0.0004125484 2.059025e-04 9.726939e-05 4.348248e-05 [49,] 0.0002225598 1.096868e-04 5.115994e-05 2.257971e-05 [50,] 0.0001135258 5.525054e-05 2.544078e-05 1.108327e-05 > image(op$xords, op$yords, op$zden, col=terrain.colors(100), axes=TRUE,main='Bivariate Kernel Density Plot (x,z)',xlab=par5,ylab=par7) > if (par3=='Y') contour(op$xords, op$yords, op$zden, add=TRUE) > if (par4=='Y') points(x,z) > (r<-lm(z ~ x)) Call: lm(formula = z ~ x) Coefficients: (Intercept) x 235.55145 -0.06034 > abline(r) > box() > dev.off() null device 1 > > system("convert tmp/1x9qr1256924980.ps tmp/1x9qr1256924980.png") > system("convert tmp/2ex7e1256924980.ps tmp/2ex7e1256924980.png") > system("convert tmp/36ueb1256924980.ps tmp/36ueb1256924980.png") > system("convert tmp/4q0ib1256924980.ps tmp/4q0ib1256924980.png") > system("convert tmp/52ifw1256924980.ps tmp/52ifw1256924980.png") > system("convert tmp/6m55b1256924980.ps tmp/6m55b1256924980.png") > system("convert tmp/7mfan1256924980.ps tmp/7mfan1256924980.png") > > > proc.time() user system elapsed 2.020 1.720 3.504