nag_correg_quantile_linreg (g02qgc) Example Program Data Nag_ColMajor :: sorder Nag_Intercept Nag_FALSE :: intcpt, weighted 235 1 5 :: n, m, ntau 420.1577 255.8394 800.7990 572.0807 643.3571 459.8177 541.4117 310.9587 1245.6964 907.3969 2551.6615 863.9199 901.1575 485.6800 1201.0002 811.5776 1795.3226 831.4407 639.0802 402.9974 634.4002 427.7975 1165.7734 534.7610 750.8756 495.5608 956.2315 649.9985 815.6212 392.0502 945.7989 633.7978 1148.6010 860.6002 1264.2066 934.9752 829.3979 630.7566 1768.8236 1143.4211 1095.4056 813.3081 979.1648 700.4409 2822.5330 2032.6792 447.4479 263.7100 1309.8789 830.9586 922.3548 590.6183 1178.9742 769.0838 1492.3987 815.3602 2293.1920 1570.3911 975.8023 630.5863 502.8390 338.0014 627.4726 483.4800 1017.8522 645.9874 616.7168 412.3613 889.9809 600.4804 423.8798 319.5584 790.9225 520.0006 1162.2000 696.2021 558.7767 348.4518 555.8786 452.4015 1197.0794 774.7962 943.2487 614.5068 713.4412 512.7201 530.7972 390.5984 1348.3002 662.0096 838.7561 658.8395 1142.1526 612.5619 2340.6174 1504.3708 535.0766 392.5995 1088.0039 708.7622 587.1792 406.2180 596.4408 443.5586 484.6612 296.9192 1540.9741 692.1689 924.5619 640.1164 1536.0201 1071.4627 1115.8481 588.1371 487.7583 333.8394 678.8974 496.5976 1044.6843 511.2609 692.6397 466.9583 671.8802 503.3974 1389.7929 700.5600 997.8770 543.3969 690.4683 357.6411 2497.7860 1301.1451 506.9995 317.7198 860.6948 430.3376 1585.3809 879.0660 654.1587 424.3209 873.3095 624.6990 1862.0438 912.8851 933.9193 518.9617 894.4598 582.5413 2008.8546 1509.7812 433.6813 338.0014 1148.6470 580.2215 697.3099 484.0605 587.5962 419.6412 926.8762 543.8807 571.2517 399.6703 896.4746 476.3200 839.0414 588.6372 598.3465 444.1001 454.4782 386.3602 829.4974 627.9999 461.0977 248.8101 584.9989 423.2783 1264.0043 712.1012 977.1107 527.8014 800.7990 503.3572 1937.9771 968.3949 883.9849 500.6313 502.4369 354.6389 698.8317 482.5816 718.3594 436.8107 713.5197 497.3182 920.4199 593.1694 543.8971 374.7990 906.0006 588.5195 1897.5711 1033.5658 1587.3480 726.3921 880.5969 654.5971 891.6824 693.6795 4957.8130 1827.2000 796.8289 550.7274 889.6784 693.6795 969.6838 523.4911 854.8791 528.3770 1221.4818 761.2791 419.9980 334.9998 1167.3716 640.4813 544.5991 361.3981 561.9990 473.2009 523.8000 401.3204 1031.4491 628.4522 689.5988 581.2029 670.7792 435.9990 1462.9497 771.4486 1398.5203 929.7540 377.0584 276.5606 830.4353 757.1187 820.8168 591.1974 851.5430 588.3488 975.0415 821.5970 875.1716 637.5483 1121.0937 664.1978 1337.9983 1022.3202 1392.4499 674.9509 625.5179 444.8602 867.6427 679.4407 1256.3174 776.7589 805.5377 462.8995 725.7459 538.7491 1362.8590 959.5170 558.5812 377.7792 989.0056 679.9981 1999.2552 1250.9643 884.4005 553.1504 1525.0005 977.0033 1209.4730 737.8201 1257.4989 810.8962 672.1960 561.2015 1125.0356 810.6772 2051.1789 1067.9541 923.3977 728.3997 1827.4010 983.0009 1466.3330 1049.8788 472.3215 372.3186 1014.1540 708.8968 730.0989 522.7012 590.7601 361.5210 880.3944 633.1200 2432.3910 1424.8047 831.7983 620.8006 873.7375 631.7982 940.9218 517.9196 1139.4945 819.9964 951.4432 608.6419 1177.8547 830.9586 507.5169 360.8780 473.0022 300.9999 1222.5939 925.5795 576.1972 395.7608 601.0030 377.9984 1519.5811 1162.0024 696.5991 442.0001 713.9979 397.0015 687.6638 383.4580 650.8180 404.0384 829.2984 588.5195 953.1192 621.1173 949.5802 670.7993 959.7953 681.7616 953.1192 621.1173 497.1193 297.5702 1212.9613 807.3603 953.1192 621.1173 570.1674 353.4882 958.8743 696.8011 939.0418 548.6002 724.7306 383.9376 1129.4431 811.1962 1283.4025 745.2353 408.3399 284.8008 1943.0419 1305.7201 1511.5789 837.8005 638.6713 431.1000 539.6388 442.0001 1342.5821 795.3402 1225.7890 801.3518 463.5990 353.6013 511.7980 418.5976 715.3701 448.4513 562.6400 468.0008 689.7988 508.7974 800.4708 577.9111 736.7584 526.7573 1532.3074 883.2780 975.5974 570.5210 1415.4461 890.2390 1056.0808 742.5276 1613.7565 865.3205 2208.7897 1318.8033 387.3195 242.3202 608.5019 444.5578 636.0009 331.0005 387.3195 242.3202 958.6634 680.4198 759.4010 416.4015 410.9987 266.0010 835.9426 576.2779 1078.8382 596.8406 499.7510 408.4992 1024.8177 708.4787 748.6413 429.0399 832.7554 614.7588 1006.4353 734.2356 987.6417 619.6408 614.9986 385.3184 726.0000 433.0010 788.0961 400.7990 887.4658 515.6200 494.4174 327.4188 1020.0225 775.0209 1595.1611 1138.1620 776.5958 485.5198 1230.9235 772.7611 1807.9520 993.9630 415.4407 305.4390 440.5174 306.5191 541.2006 299.1993 581.3599 468.0008 743.0772 522.6019 1057.6767 750.3202 :: (x[1..m],y)[i] for i = 0...n-1 1 :: isx[1..m] 0.10 0.25 0.50 0.75 0.90 :: tau[1..ntau] Return Residuals = Yes Matrix Returned = Covariance Interval Method = IID