OPTIONS double CRT nwidth=20,signif=10 nodate; NAME LONGAR1 'AR(1) on Longley (1967) data'; ? AR(1) estimation (both conditional and exact ML) on the ? Longley regression data. Follows ? Lovell, M.C. and Selover, D.D., "Econometric Software Accidents," ? The Economic Journal, 104, (1994), pp.713-726. ? Note: default convergence criteria were used for the ? Lovell-Selover results listed here, so they are only accurate to ? a few digits at best. The TSP results should be accurate to ? roughly 10 digits, due to the special convergence criterion used. load; SMPL 1 16 ; list xs C X1-X6; title 'AR(1) conditional ML'; ? TSP Lovell-Selover L-S L-S ? C -3878094.0639 MicroFit RATS Shazam ? (s.e.) (560008.05906) C-O C-O,H-L DROP ? X1 -30.974129287 -30.9674 -30.974 -30.964 ? (s.e.) (61.187930859) ? X2 -.03623237986 ? (s.e.) (.02220333668) ? X3 -2.2555594667 ? (s.e.) (.32243920770) ? X4 -1.2096387757 ? (s.e.) (.14081377244) ? X5 -.08398261073 ? (s.e.) (.14871062026) ? X6 2036.7497675 ? (s.e.) (286.02826006) ? rho -.74650057793 -.74637 -.746 -.74630 ? (s.e.) (.28661603486) ? LogL -99.375675349 AR1(method=corc,tol=1e-11) TOTEMP xs; form(param) ar1; title 'conditional ML - via nonlinear least squares'; smpl 2,16; lsq(tol=1e-11) ar1; smpl 1,16; title 'AR(1) exact ML'; ? TSP Lovell-Selover L-S L-S ? C -3886023.0041 MicroFit RATS Shazam ? (s.e.) (504090.01405) Exact B-M ML ? X1 -33.852790258 -33.8533 -33.853 -33.852 ? (s.e.) (54.477094007) ? X2 -.03636491159 ? (s.e.) (.02000975793) ? X3 -2.2631020920 ? (s.e.) (.29119364468) ? X4 -1.2134428954 ? (s.e.) (.12701617572) ? X5 -.08011937429 ? (s.e.) (.13437939684) ? X6 2040.7691424 ? (s.e.) (257.44888838) ? rho -.72886963321 -.72888 -.729 -.72884 ? (s.e.) (.21037200602) ? LogL -106.13753698 AR1(tol=1e-11) TOTEMP xs; end; noprint; SMPL 1 16 ; LOAD TOTEMP ; 60323 61122 60171 61187 63221 63639 64989 63761 66019 67857 68169 66513 68655 69564 69331 70551 ; LOAD X1 ; 83.0 88.5 88.2 89.5 96.2 98.1 99.0 100. 101.2 104.6 108.4 110.8 112.6 114.2 115.7 116.9 ; LOAD X2 ; 234289 259426 258054 284599 328975 346999 365385 363112 397469 419180 442769 444546 482704 502601 518173 554894 ; LOAD X3 ; 2356 2325 3682 3351 2099 1932 1870 3578 2904 2822 2936 4681 3813 3931 4806 4007 ; LOAD X4 ; 1590 1456 1616 1650 3099 3594 3547 3350 3048 2857 2798 2637 2552 2514 2572 2827 ; LOAD X5 ; 107608 108632 109773 110929 112075 113270 115094 116219 117388 118734 120445 121950 123366 125368 127852 130081 ; LOAD X6 ; 1947 1948 1949 1950 1951 1952 1953 1954 1955 1956 1957 1958 1959 1960 1961 1962 ;