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Lampiran 2. Data input FRONTIER 4.1

Islamic Bank

Indonesia 2007-2012

(dalam logaritma nat ural)

Bank Tahun LN Y LN X1 LN X2 LN X3 (LN X1)2 (LN X2)2 (LN X3)2 LN X1 x LN X2 LN X1 x LN X3 LN X2 x LN X3 Z1 Z2 (Rp.triliun)

(3)
(4)

(dalam logaritma nat ural)

1 1 17.873969 22.478972 15.544153 12.517227 505.3042036 241.6206837 156.6809736 349.4165811 281.3744029 194.5696892 1 6.267026

2 1 17.971906 21.310413 14.305929 12.078239 454.133696 204.6596152 145.883864 304.8652612 257.3922655 172.790438 1 2.963823

3 1 18.565197 22.717187 14.164758 13.041153 516.0705884 200.6403688 170.07168 321.783457 296.2583196 184.7247807 1 9.508237

4 1 19.282135 23.594052 19.022754 18.068609 556.6792919 361.8651606 326.4746483 448.8238422 426.3117123 343.7147088 1 19.091175

5 1 17.998202 23.241628 18.321932 17.609358 540.1732859 335.6931797 310.0894874 425.8315253 409.270152 322.6374529 1 13.817425

6 1 18.348583 22.814793 17.130024 15.121408 520.514782 293.4377148 228.6569794 390.8179476 344.9917938 259.0300783 1 8.989030

7 1 18.213718 22.395815 15.634885 14.304091 501.5725156 244.449635 204.6070071 350.1559915 320.3517618 223.6428139 1 6.224290

9 1 17.231958 22.354213 18.061474 16.928226 499.7108195 326.216844 286.5648202 403.7500297 378.4171523 305.748706 1 6.303139

12 1 18.904008 22.701190 17.335350 16.330866 515.3440474 300.514355 266.6971707 393.5330786 370.7300896 283.1012685 1 8.404436

1 2 17.537849 22.430434 16.066908 14.993242 503.124349 258.1455203 224.7973072 360.3877035 336.3049195 240.8950349 2 6.069603

2 2 17.563460 21.714829 17.316704 13.420985 471.5338049 299.8682406 180.1228488 376.0292708 291.4344047 232.4072326 2 3.171853

3 2 18.913803 23.115184 15.358809 12.837344 534.3117149 235.8930037 164.7974118 355.0216829 296.7375738 197.1663168 2 13.390798

4 2 19.546477 23.759257 19.176159 18.663423 564.5023062 367.7250864 348.3233573 455.6113029 443.4290682 357.8927726 2 23.559424

5 2 17.562305 23.266058 18.418989 17.593408 541.3094506 339.2591674 309.5279948 428.537272 409.3292426 324.0527886 2 14.415669

6 2 18.396552 23.588785 17.670561 15.164882 556.430766 312.2487266 229.9736329 416.8270602 357.721127 267.971965 2 18.654029

7 2 18.287721 22.667329 16.043480 14.432856 513.8077908 257.3932459 208.307333 363.6628316 327.1542917 231.5532349 2 8.120820

8 2 17.276987 22.161592 15.501539 14.724978 491.1361498 240.2977136 216.824979 343.5387807 326.3289527 228.2598228 2 4.983408

9 2 17.462630 22.700827 18.457572 17.584587 515.327555 340.6819576 309.2176843 419.0021483 399.1846605 324.5687693 2 9.627090

11 2 17.981168 23.396528 14.721751 12.791078 547.3975171 216.7299512 163.6116679 344.4378567 299.2668053 188.3070599 2 16.450593

12 2 18.555395 22.830935 17.644282 16.782535 521.2516076 311.3207007 281.6534699 402.8354698 383.1609635 296.1157807 2 9.369580

1 3 17.665765 22.492403 17.561337 15.240785 505.9081854 308.4005675 232.2815341 394.9966727 342.8018807 267.6485698 3 6.525769

2 3 18.545232 22.192585 17.582485 13.267329 492.5108491 309.1437672 176.0220227 390.2007935 294.4363358 233.2726113 3 4.881779

3 3 19.692153 23.423539 15.692224 12.666657 548.6621577 246.2458857 160.4442009 367.5674074 296.6979296 198.7680164 3 17.213427

4 3 19.266961 23.950887 19.229658 18.655358 573.6449914 369.7797446 348.0223646 460.5673658 446.8123615 358.7361441 3 27.490826

5 3 18.761671 23.427590 18.836993 18.246732 548.8519593 354.832323 332.94323 441.3053543 427.4769516 343.7135722 3 16.739221

6 3 18.954381 23.970493 18.396388 14.780591 574.5845392 338.4270933 218.4658837 440.9704928 354.2980654 271.909496 3 27.330213

7 3 18.421081 22.803944 15.919279 14.399958 520.0198557 253.4234372 207.3587997 363.0223399 328.3758412 229.2369511 3 9.141960

8 3 18.164859 22.105381 16.578617 15.830414 488.6478682 274.8505405 250.6019941 366.4766441 349.9373232 262.4463631 3 4.792676

10 3 16.987295 22.186868 16.432687 15.693906 492.2571295 270.0332148 246.298696 364.5898726 348.1986345 257.8930567 3 4.872208

11 3 19.946372 23.773717 16.483155 13.047640 565.1896424 271.6944101 170.2409052 391.8658782 310.190903 215.0662742 3 22.730606

12 3 18.276741 23.021723 17.809685 16.954607 529.9997124 317.1848732 287.4586976 410.0096238 390.3242589 301.9562064 3 11.205509

13 3 16.675423 22.164534 14.216968 11.211820 491.2665596 202.122169 125.7049161 315.1124602 248.5047719 159.3980875 3 4.781251

1 4 17.655844 22.655298 17.813106 14.568341 513.2625335 317.3067301 212.2365519 403.5612174 330.0501028 259.5073916 4 7.557275

2 4 18.139948 22.451530 17.849804 12.940842 504.0711982 318.6155133 167.4653787 400.7554161 290.5416908 230.9914882 4 6.223100

3 4 19.154634 21.111330 15.691611 13.473020 445.6882725 246.2266613 181.5222746 331.2707885 284.4333824 211.4133951 4 17.980881

4 4 20.036896 24.028920 19.865128 18.928727 577.389008 394.623328 358.2966872 477.3375869 454.8368595 376.0215833 4 30.364166

5 4 19.137481 23.510607 18.870360 18.435727 552.7486249 356.0905048 339.8760293 443.6536227 433.4351253 347.8888139 4 16.953922

6 4 19.816475 24.243815 18.572277 14.437162 587.7625604 344.9294631 208.431639 450.2628392 350.0118767 268.130963 4 36.038393

7 4 18.528844 22.874748 15.992873 14.497091 523.2541068 255.771971 210.1656504 365.8329321 331.6173091 231.8501297 4 9.962346

8 4 17.963048 22.517549 16.971234 16.614315 507.0399959 288.0227688 276.035467 382.150577 374.1136486 281.9654225 4 6.935677

10 4 17.280871 22.037187 16.976673 15.872451 485.6376256 288.2074099 251.9346955 374.1181127 349.7841725 269.4613999 4 4.305378

11 4 20.073182 23.799966 16.659024 14.250534 566.4383694 277.5230679 203.0777326 396.4841915 339.1622322 237.3999903 4 23.660885

12 4 18.322241 23.209303 17.894031 16.885747 538.6717503 320.19633 285.1284569 415.3079791 391.9064237 302.1540758 4 13.111820

13 4 17.971185 21.951135 15.100879 14.095412 481.8523122 228.0365466 198.6806519 331.4814282 309.4102964 212.8531178 4 4.071578

1 5 18.134251 22.992954 17.826455 14.919774 528.6759342 317.782512 222.5996418 409.8828691 343.0496664 265.9666771 5 10.531121

2 5 18.391715 22.487900 17.944820 12.517227 505.7056257 322.0165647 156.6809736 403.5413093 281.486145 224.6193867 5 6.508221

3 5 19.158361 21.123416 15.723274 13.274226 446.1987111 247.2213359 176.2050686 332.1292541 280.3969945 208.7142843 5 23.883967

4 5 20.016016 24.079798 19.626331 19.108841 579.8366842 385.192874 365.1477856 472.5980944 460.1370244 375.0364315 5 32.226504

5 5 18.631646 23.623073 18.952814 18.210848 558.049583 359.2091488 331.6349924 447.7237047 430.1961985 345.1468142 5 20.475398

6 5 19.918329 24.399296 18.036223 15.176231 595.3256288 325.3053552 230.3179773 440.0711478 370.2893391 273.721887 5 43.102785

7 5 18.315976 23.112247 16.319403 14.999689 534.1759591 266.3228982 224.9906621 377.1780608 346.6765102 244.785958 5 12.178617

8 5 18.661979 22.964297 17.090842 16.756047 527.3589302 292.0968915 280.7651176 392.4791768 384.790842 286.3749607 5 10.442833

10 5 16.884214 22.343396 17.419676 15.622487 499.2273352 303.4451117 244.0620998 389.2147152 349.05941 272.1386616 5 5.722697

11 5 20.222229 24.026831 16.643002 14.297319 577.2886001 276.9895049 204.4133372 399.878586 343.5192706 237.950308 5 29.444820

12 5 19.167492 23.758794 17.953665 16.438729 564.480283 322.3340743 270.2318053 426.5574164 390.5643685 295.1354245 5 22.650317

13 5 17.847182 22.377278 15.818881 15.549288 500.7425617 250.2369854 241.7803494 353.9834871 347.9507315 245.9723272 5 5.950371

1 6 18.485082 23.110375 17.931926 14.923083 534.0894098 321.5539849 222.6983939 414.4135351 344.8780274 267.5996188 6 11.724067

2 6 18.129860 22.546219 18.078782 11.891362 508.331992 326.8423517 141.4044879 407.6081742 268.1052498 214.9813372 6 6.825115

3 6 19.311013 21.655495 15.919889 13.114331 468.9604583 253.4428526 171.985683 344.7530657 283.9973322 208.7786917 6 29.591645

4 6 20.212945 24.233122 19.770861 19.219268 587.244196 390.8869353 369.3802793 479.1096785 465.7428745 379.9814802 6 37.450798

5 6 19.275002 23.655048 19.090744 17.999726 559.5612784 364.4564881 323.9901466 451.5924472 425.7843828 343.6281581 6 21.076401

6 6 20.098697 24.571894 18.234640 15.518439 603.7779605 332.5021062 240.8219432 448.0596428 381.3174291 282.9731495 6 51.225040

7 6 19.134845 23.691170 17.117661 16.278001 561.2715226 293.0143108 264.973322 405.5374069 385.6448883 278.6413023 6 21.902469

8 6 18.922492 23.065372 17.395245 17.141948 532.0113891 302.5945335 293.8463975 401.2277883 395.3854197 298.188386 6 12.146179

9 6 18.351770 22.607533 18.397954 17.412576 511.100545 338.4847278 303.1978104 415.9323609 393.6553901 320.355784 6 8.970840

(5)

Lampiran 5. Output FRONTIER 4.1 Islamic Bank Indonesia

Output from the program FRONTIER (Version 4.1c)

instruction file = terminal

data file = iupdin.txt

Tech. Eff. Effects Frontier (see B&C 1993)

The model is a production function

The dependent variable is logged

the ols estimates are :

coefficient standard-error t-ratio

beta 0 0.13318242E+03 0.62053918E+02 0.21462370E+01

beta 1 -0.57891873E+01 0.10807979E+02 -0.53564014E+00

beta 2 -0.63561831E+01 0.10312946E+02 -0.61633051E+00

beta 3 0.33916232E+01 0.58571723E+01 0.57905471E+00

beta 4 0.93239788E+00 0.74551051E+00 0.12506838E+01

beta 5 0.53696520E+00 0.54866351E+00 0.97867853E+00

beta 6 -0.14121466E+00 0.10967803E+00 -0.12875382E+01

beta 7 -0.13450845E+01 0.11893023E+01 -0.11309862E+01

beta 8 -0.52977777E+00 0.63456078E+00 -0.83487316E+00

beta 9 0.73730648E+00 0.74689335E+00 0.98716434E+00

sigma-squared 0.73690658E+00

log likelihood function = -0.48759642E+02

the estimates after the grid search were :

beta 0 0.13395837E+03

beta 1 -0.57891873E+01

beta 2 -0.63561831E+01

(6)

beta 4 0.93239788E+00

beta 5 0.53696520E+00

beta 6 -0.14121466E+00

beta 7 -0.13450845E+01

beta 8 -0.52977777E+00

beta 9 0.73730648E+00

delta 0 0.00000000E+00

delta 1 0.00000000E+00

delta 2 0.00000000E+00

sigma-squared 0.11676412E+01

gamma 0.81000000E+00

iteration = 0 func evals = 20 llf = -0.47212399E+02

0.13395837E+03-0.57891873E+01-0.63561831E+01 0.33916232E+01

0.93239788E+00

0.53696520E+00-0.14121466E+00-0.13450845E+01-0.52977777E+00

0.73730648E+00

0.00000000E+00 0.00000000E+00 0.00000000E+00 0.11676412E+01

0.81000000E+00

gradient step

iteration = 5 func evals = 49 llf = -0.45997798E+02

0.13396046E+03-0.57584573E+01-0.63298311E+01 0.34181759E+01

0.93162630E+00

0.53802424E+00-0.14210257E+00-0.13479596E+01-0.52667925E+00

0.73408941E+00

-0.13662174E-02-0.11061679E-01-0.52334469E-01 0.11678989E+01

0.81405922E+00

(7)

0.13396068E+03-0.56448975E+01-0.63352072E+01 0.34652260E+01

0.79073715E+00

0.91663374E+00-0.15939459E+00-0.15342033E+01-0.14354545E-01

0.17772745E+00

0.58851793E+00 0.10032112E+00-0.10408475E+00 0.12257905E+01

0.95501904E+00

iteration = 15 func evals = 181 llf = -0.40936300E+02

0.13398633E+03-0.50969605E+01-0.64057650E+01 0.29701421E+01

0.82903025E+00

0.83928143E+00-0.20518763E+00-0.15718262E+01-0.98639357E-01

0.38828210E+00

0.10607404E+01 0.24755627E-01-0.11431883E+00 0.14355976E+01

0.99999999E+00

iteration = 16 func evals = 188 llf = -0.40936268E+02

0.13398633E+03-0.50969624E+01-0.64057646E+01 0.29701443E+01

0.82902967E+00

0.83928138E+00-0.20518746E+00-0.15718252E+01-0.98638861E-01

0.38828107E+00

0.10607391E+01 0.24755803E-01-0.11431909E+00 0.14355984E+01

0.99999999E+00

the final mle estimates are :

coefficient standard-error t-ratio

beta 0 0.13398633E+03 0.99889034E+00 0.13413517E+03

beta 1 -0.50969624E+01 0.75988054E+00 -0.67075838E+01

beta 2 -0.64057646E+01 0.83521290E+00 -0.76696188E+01

beta 3 0.29701443E+01 0.81466637E+00 0.36458413E+01

beta 4 0.82902967E+00 0.43218517E+00 0.19182279E+01

beta 5 0.83928138E+00 0.32520507E+00 0.25807758E+01

(8)

beta 7 -0.15718252E+01 0.71019330E+00 -0.22132358E+01

beta 8 -0.98638861E-01 0.38104641E+00 -0.25886312E+00

beta 9 0.38828107E+00 0.44871975E+00 0.86530864E+00

delta 0 0.10607391E+01 0.88305671E+00 0.12012129E+01

delta 1 0.24755803E-01 0.19169786E+00 0.12913969E+00

delta 2 -0.11431909E+00 0.18894267E-01 -0.60504645E+01

sigma-squared 0.14355984E+01 0.49029296E+00 0.29280421E+01

gamma 0.99999999E+00 0.89147010E-05 0.11217426E+06

log likelihood function = -0.40936300E+02

LR test of the one-sided error = 0.15646684E+02

with number of restrictions = 4

[note that this statistic has a mixed chi-square distribution]

number of iterations = 16

(maximum number of iterations set at : 1000)

number of cross-sections = 11

number of time periods = 6

total number of observations = 43

thus there are: 23 obsns not in the panel

covariance matrix :

0.99778192E+00 0.30392200E01 0.23349513E01 0.19876663E01

-0.13030291E-02

0.17845011E02 0.59286130E03 0.11317045E02 0.31143139E02

-0.40129263E-02

(9)

0.30392200E01 0.57741844E+00 0.34332770E+00 0.31146364E+00

-0.31533331E-01

0.30336047E02 0.49797774E02 0.26656455E01 0.22930999E01

-0.23666238E-01

0.54111120E-01 -0.13730658E-01 -0.32973150E-02 0.12165233E-01

0.79186736E-06

-0.23349513E-01 -0.34332770E+00 0.69758060E+00 -0.30100473E+00

0.43805351E-02

0.30998062E03 0.27861467E03 0.15384595E01 0.18696677E01

-0.95741194E-02

0.29116761E02 0.56923665E02 0.24445938E03 0.11857207E01

-0.12696352E-06

-0.19876663E-01 -0.31146364E+00 -0.30100473E+00 0.66368129E+00

0.26979693E-01

-0.13652223E-01 -0.99569631E-02 -0.41627014E-02 -0.45893336E-01

0.45355730E-01

0.38127752E01 0.15316427E01 0.38941306E02 0.27238116E01

-0.70392648E-06

-0.13030291E-02 -0.31533331E-01 0.43805351E-02 0.26979693E-01

0.18678402E+00

0.94017145E-01 0.20963812E-02 -0.29294380E+00 -0.13667525E+00

0.15106104E+00

0.24747870E01 0.10389315E01 0.12574011E02 0.20539090E01

-0.15420837E-06

0.17845011E-02 0.30336047E-02 -0.30998062E-03 -0.13652223E-01

0.94017145E-01

0.10575834E+00 0.65004929E-02 -0.19469706E+00 -0.21401119E-01

0.12284008E-01

0.26888829E01 0.10448499E01 0.29955971E03 0.11548838E01

-0.13696737E-06

(10)

0.65004929E02 0.89775127E02 0.62583525E03 0.41247052E02

-0.12636718E-01

0.66396301E03 0.16464563E02 0.25397651E03 0.51559889E02

-0.11376020E-06

0.11317045E02 0.26656455E01 0.15384595E01 0.41627014E02

-0.29294380E+00

0.19469706E+00 0.62583525E03 0.50437452E+00 0.16980869E+00

-0.19290662E+00

-0.53062570E-01 0.22986725E-01 0.11005881E-02 -0.38987823E-01

0.17175259E-06

0.31143139E02 0.22930999E01 0.18696677E01 0.45893336E01

-0.13667525E+00

0.21401119E01 0.41247052E02 0.16980869E+00 0.14519637E+00

-0.15591183E+00

-0.62400954E-02 0.14162144E-02 0.19766510E-02 -0.90669158E-02

0.15432837E-06

-0.40129263E-02 -0.23666238E-01 -0.95741194E-02 0.45355730E-01

0.15106104E+00

0.12284008E-01 -0.12636718E-01 -0.19290662E+00 -0.15591183E+00

0.20134941E+00

0.68521187E-02 -0.57173272E-02 -0.19381586E-02 0.22683112E-01

0.78973458E-07

0.11589584E-02 0.54111120E-01 0.29116761E-02 -0.38127752E-01

0.24747870E-01

0.26888829E-01 0.66396301E-03 -0.53062570E-01 -0.62400954E-02

0.68521187E-02

0.77978916E+00 -0.11464139E+00 -0.71433136E-02 -0.81732526E-01

0.25343062E-05

0.22948353E03 0.13730658E01 0.56923665E02 0.15316427E01

-0.10389315E-01

(11)

-0.11464139E+00 0.36748071E-01 -0.60413300E-04 -0.35002911E-01

0.25225265E-06

0.33969556E03 0.32973150E02 0.24445938E03 0.38941306E02

-0.12574011E-02

0.29955971E03 0.25397651E03 0.11005881E02 0.19766510E02

-0.19381586E-02

-0.71433136E-02 -0.60413300E-04 0.35699334E-03 -0.31220534E-02

0.19210641E-06

0.94635949E-03 0.12165233E-01 -0.11857207E-01 -0.27238116E-01

0.20539090E-01

0.11548838E-01 -0.51559889E-02 -0.38987823E-01 -0.90669158E-02

0.22683112E-01

0.81732526E01 0.35002911E01 0.31220534E02 0.24038719E+00

-0.24447499E-05

0.32217230E07 0.79186736E06 0.12696352E06 0.70392648E06

-0.15420837E-06

-0.13696737E-06 -0.11376020E-06 0.17175259E-06 0.15432837E-06

0.78973458E-07

(12)
(13)

summary of panel of observat ions:

(1 = observed, 0 = not observed)

t : 1 2 3 4 5 6

n

1 1 1 1 1 1 1 6

2 1 1 1 1 1 1 6

3 1 1 1 1 1 1 6

4 0 0 1 1 1 1 4

5 0 0 1 1 1 1 4

6 0 0 0 0 1 1 2

7 0 0 0 1 1 1 3

8 0 0 0 1 1 1 3

9 0 0 0 1 1 1 3

10 0 0 0 1 1 1 3

11 0 0 0 1 1 1 3

(14)

Lampiran 6. Output FRONTIER 4.1 Islamic Bank Malaysia

Output from the program FRONTIER (Version 4.1c)

instruction file = terminal

data file = mupdin.txt

Tech. Eff. Effects Frontier (see B&C 1993)

The model is a production function

The dependent variable is logged

the ols estimates are :

coefficient standard-error t-ratio

beta 0 0.28563456E+03 0.49893378E+02 0.57248992E+01

beta 1 -0.26601261E+02 0.51236748E+01 -0.51918325E+01

beta 2 0.75135162E+01 0.30434212E+01 0.24687730E+01

beta 3 -0.47771881E+01 0.20486311E+01 -0.23318928E+01

beta 4 0.61003075E+00 0.14570644E+00 0.41867109E+01

beta 5 -0.96265786E-01 0.87947547E-01 -0.10945818E+01

beta 6 0.49019715E-01 0.40589053E-01 0.12077078E+01

beta 7 -0.17341938E+00 0.16354257E+00 -0.10603929E+01

beta 8 0.16893699E+00 0.10671729E+00 0.15830329E+01

beta 9 -0.31258393E-01 0.72289588E-01 -0.43240520E+00

sigma-squared 0.26514460E+00

log likelihood function = -0.46707066E+02

the estimates after the grid search were :

beta 0 0.28613856E+03

beta 1 -0.26601261E+02

(15)

beta 3 -0.47771881E+01

beta 4 0.61003075E+00

beta 5 -0.96265786E-01

beta 6 0.49019715E-01

beta 7 -0.17341938E+00

beta 8 0.16893699E+00

beta 9 -0.31258393E-01

delta 0 0.00000000E+00

delta 1 0.00000000E+00

delta 2 0.00000000E+00

sigma-squared 0.48073615E+00

gamma 0.83000000E+00

iteration = 0 func evals = 20 llf = -0.45512081E+02

0.28613856E+03-0.26601261E+02 0.75135162E+01-0.47771881E+01 0.61003075E+00

-0.96265786E-01 0.49019715E-01-0.17341938E+00 0.16893699E+00-0.31258393E-01

0.00000000E+00 0.00000000E+00 0.00000000E+00 0.48073615E+00 0.83000000E+00

gradient step

iteration = 5 func evals = 52 llf = -0.44100225E+02

0.28614042E+03-0.26579727E+02 0.75279230E+01-0.47658177E+01 0.62862030E+00

-0.92488120E-01 0.62868941E-01-0.19446446E+00 0.13275983E+00-0.93022657E-02

0.28317216E-02-0.11105762E-01-0.16042896E-01 0.48900962E+00 0.82485765E+00

iteration = 10 func evals = 210 llf = -0.41212544E+02

0.28614221E+03-0.26536714E+02 0.75685969E+01-0.46934861E+01 0.65035190E+00

(16)

0.47582326E+00-0.13352734E+00-0.43146871E-01 0.75472106E+00 0.93411813E+00

iteration = 15 func evals = 247 llf = -0.37683503E+02

0.28589238E+03-0.27060287E+02 0.68832123E+01-0.28350503E+01 0.68104576E+00

-0.82198613E-01 0.66138787E-01-0.21308570E+00 0.44554506E-02 0.43312667E-01

0.14836972E+01-0.21176879E+00-0.92948585E-01 0.65497059E+00 0.92923444E+00

iteration = 20 func evals = 341 llf = -0.37004199E+02

0.28557597E+03-0.26447628E+02 0.57806978E+01-0.24191202E+01 0.66003569E+00

-0.70572813E-01 0.57560208E-01-0.18522851E+00-0.64753053E-02 0.48292637E-01

0.18307040E+01-0.22299211E+00-0.13920612E+00 0.70414171E+00 0.92571613E+00

iteration = 22 func evals = 360 llf = -0.37004152E+02

0.28557593E+03-0.26447566E+02 0.57806250E+01-0.24191294E+01 0.66003249E+00

-0.70574199E-01 0.57560753E-01-0.18522322E+00-0.64754858E-02 0.48292426E-01

0.18307144E+01-0.22299524E+00-0.13920842E+00 0.70414492E+00 0.92571578E+00

the final mle estimates are :

coefficient standard-error t-ratio

beta 0 0.28557593E+03 0.11858910E+01 0.24081128E+03

beta 1 -0.26447566E+02 0.11336258E+01 -0.23330067E+02

beta 2 0.57806250E+01 0.15619112E+01 0.37009947E+01

beta 3 -0.24191294E+01 0.12026223E+01 -0.20115455E+01

beta 4 0.66003249E+00 0.60670036E-01 0.10879052E+02

beta 5 -0.70574199E-01 0.61076886E-01 -0.11554977E+01

beta 6 0.57560753E-01 0.27834307E-01 0.20679787E+01

beta 7 -0.18522322E+00 0.10712965E+00 -0.17289632E+01

(17)

beta 9 0.48292426E-01 0.54879695E-01 0.87996892E+00

delta 0 0.18307144E+01 0.59336059E+00 0.30853320E+01

delta 1 -0.22299524E+00 0.12007616E+00 -0.18571150E+01

delta 2 -0.13920842E+00 0.59030300E-01 -0.23582536E+01

sigma-squared 0.70414492E+00 0.20704027E+00 0.34010046E+01

gamma 0.92571578E+00 0.38683180E-01 0.23930706E+02

log likelihood function = -0.37004152E+02

LR test of the one-sided error = 0.19405827E+02

with number of restrictions = 4

[note that this statistic has a mixed chi-square distribution]

number of iterations = 22

(maximum number of iterations set at : 1000)

number of cross-sections = 13

number of time periods = 6

total number of observations = 69

thus there are: 9 obsns not in the panel

covariance matrix :

0.14063375E+01 -0.67461035E+00 0.85544824E+00 -0.12617411E+00 0.29414064E-01

0.62685602E-02 -0.20692895E-02 -0.46881916E-01 0.75856592E-02 0.11378052E-02

-0.18486481E+00 0.25922253E-01 0.32580053E-01 -0.44538841E-01 0.17741541E-02

-0.67461035E+00 0.12851075E+01 -0.13939709E+01 -0.30479373E+00 -0.64755600E-01

-0.21908738E-01 0.28736067E-02 0.92945104E-01 0.91947752E-02 -0.80324488E-03

0.24122280E+00 -0.56422255E-01 -0.38942196E-01 0.68727785E-01 0.25805985E-03

(18)

0.66474805E-02 -0.95054700E-02 -0.12157237E+00 0.40765587E-01 0.89132197E-02

-0.49943713E+00 0.69936564E-01 0.70877608E-01 -0.10134717E+00 -0.46878751E-02

-0.12617411E+00 -0.30479373E+00 -0.78465142E+00 0.14463004E+01 0.25591861E-01

0.25169563E-01 0.70879846E-02 0.28091077E-02 -0.65952544E-01 -0.78548415E-02

0.26374098E+00 0.49444853E-02 -0.27912597E-01 0.10973397E-01 0.49283774E-02

0.29414064E-01 -0.64755600E-01 0.62324332E-01 0.25591861E-01 0.36808533E-02

0.19779758E-02 -0.21799805E-03 -0.55795940E-02 -0.77334703E-03 -0.17964473E-04

-0.78150870E-02 0.24578793E-02 0.16390739E-02 -0.33058417E-02 0.36402291E-04

0.62685602E-02 -0.21908738E-01 0.66474805E-02 0.25169563E-01 0.19779758E-02

0.37303860E-02 -0.23957588E-04 -0.45273487E-02 0.47309400E-03 -0.19864497E-02

0.43916098E-02 0.70152732E-03 -0.35388080E-04 -0.16431785E-02 -0.27402288E-03

-0.20692895E-02 0.28736067E-02 -0.95054700E-02 0.70879846E-02 -0.21799805E-03

-0.23957588E-04 0.77474865E-03 0.98988146E-03 -0.62678144E-03 -0.91277503E-03

0.19860900E-02 0.85579691E-03 -0.52081409E-03 0.40236011E-03 -0.95045361E-04

-0.46881916E-01 0.92945104E-01 -0.12157237E+00 0.28091077E-02 -0.55795940E-02

-0.45273487E-02 0.98988146E-03 0.11476762E-01 -0.20208913E-02 0.70555216E-03

0.16436328E-01 -0.31599201E-02 -0.33715447E-02 0.64645644E-02 0.29762836E-03

0.75856592E-02 0.91947752E-02 0.40765587E-01 -0.65952544E-01 -0.77334703E-03

0.47309400E-03 -0.62678144E-03 -0.20208913E-02 0.42950858E-02 -0.78170331E-03

-0.12502435E-01 -0.26595256E-03 0.14917402E-02 -0.15172664E-02 -0.48843205E-03

0.11378052E-02 -0.80324488E-03 0.89132197E-02 -0.78548415E-02 -0.17964473E-04

-0.19864497E-02 -0.91277503E-03 0.70555216E-03 -0.78170331E-03 0.30117809E-02

-0.20943882E-02 -0.14017990E-02 0.56128935E-03 0.58118412E-03 0.51898701E-03

-0.18486481E+00 0.24122280E+00 -0.49943713E+00 0.26374098E+00 -0.78150870E-02

(19)

0.35207679E+00 -0.30146534E-01 -0.23918071E-01 -0.11505981E-01 -0.39142263E-02

0.25922253E-01 -0.56422255E-01 0.69936564E-01 0.49444853E-02 0.24578793E-02

0.70152732E-03 0.85579691E-03 -0.31599201E-02 -0.26595256E-03 -0.14017990E-02

-0.30146534E-01 0.14418284E-01 0.11480597E-02 -0.59665131E-02 0.16900631E-04

0.32580053E-01 -0.38942196E-01 0.70877608E-01 -0.27912597E-01 0.16390739E-02

-0.35388080E-04 -0.52081409E-03 -0.33715447E-02 0.14917402E-02 0.56128935E-03

-0.23918071E-01 0.11480597E-02 0.34845763E-02 -0.45015258E-02 -0.52838433E-04

-0.44538841E-01 0.68727785E-01 -0.10134717E+00 0.10973397E-01 -0.33058417E-02

-0.16431785E-02 0.40236011E-03 0.64645644E-02 -0.15172664E-02 0.58118412E-03

-0.11505981E-01 -0.59665131E-02 -0.45015258E-02 0.42865675E-01 0.47298446E-02

0.17741541E-02 0.25805985E-03 -0.46878751E-02 0.49283774E-02 0.36402291E-04

-0.27402288E-03 -0.95045361E-04 0.29762836E-03 -0.48843205E-03 0.51898701E-03

(20)
(21)

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