# to unbundle, sh this file (in an empty directory) echo mnpex1.out 1>&2 sed >mnpex1.out <<'//GO.SYSIN DD mnpex1.out' 's/^-//' - PROGRAM MLMNP - - MAXIMUM LIKELIHOOD ESTIMATION OF - LINEAR-IN-PARAMETERS MULTINOMIAL PROBIT MODELS - (BOUNDS NOT ENFORCED; STATISTICS ARE COMPUTED) - - - NUMBER OF OBSERVATIONS................. 50 - NUMBER OF ALTERNATIVES PER CHOICE SET.. 3 - EQUAL WEIGHTS FOR ALL OBSERVATIONS - NO INTEGER EXPLANATORY VARIABLES - NUMBER OF REAL DATA VALUES PER OBS..... 3 - OUTPUT UNIT............................ 6 - - COVARIANCE TYPE = INVERSE GAUSS-NEWTON HESSIAN - NO REGRESSION DIAGNOSTICS REQUESTED - - NUMBER OF NOMINAL VARIABLES............ 3 - NUMBER OF ATTRIBUTES PER ALTERNATIVE... 1 - NOMINAL DUMMIES USED - CORRELATED ERROR TERMS - NO RANDOM TASTE VARIATION - - NUMBER OF MODEL PARAMETERS............. 5 - - INITIAL PARAMETER VECTOR AND BOUNDS: - 1 TTIME COEF .000000E+00 -.100000E+03 .100000E+03 - 2 DBUS DUM .000000E+00 -.100000E+03 .100000E+03 - 3 DSTREETC DUM .000000E+00 -.100000E+03 .100000E+03 - 4 B21 COV .100000E+01 -.100000E+03 .100000E+03 - 5 B22 COV .100000E+01 -.100000E+03 .100000E+03 - - NONDEFAULT VALUES.... - - DTYPE..... IV(16) = 0 - DINIT..... V(38) = .1000000E+01 - - I INITIAL X(I) D(I) - - 1 .000000E+00 .100E+01 - 2 .000000E+00 .100E+01 - 3 .000000E+00 .100E+01 - 4 .100000E+01 .100E+01 - 5 .100000E+01 .100E+01 - - IT NF F RELDF PRELDF RELDX MODEL STPPAR D*STEP NPRELDF - - 0 1 .546E+02 - 1 2 .390E+02 .29E+00 .24E+00 .4E+00 G .2E+00 .9E+00 .46E+00 - 2 3 .341E+02 .13E+00 .13E+00 .5E+00 G .2E+01 .1E+01 .26E+00 - 3 4 .331E+02 .30E-01 .41E-01 .3E+00 G .0E+00 .5E+00 .41E-01 - 4 5 .324E+02 .20E-01 .18E-01 .2E+00 S .0E+00 .2E+00 .18E-01 - 5 6 .323E+02 .43E-02 .41E-02 .7E-01 S .0E+00 .1E+00 .41E-02 - 6 7 .323E+02 .20E-03 .22E-03 .1E-01 S .0E+00 .2E-01 .22E-03 - 7 8 .323E+02 .17E-04 .16E-04 .5E-02 S .0E+00 .8E-02 .16E-04 - 8 9 .323E+02 .33E-06 .31E-06 .5E-03 S .0E+00 .1E-02 .31E-06 - 9 10 .323E+02 .31E-08 .32E-08 .3E-04 S .0E+00 .5E-04 .32E-08 - 10 11 .323E+02 .12E-10 .13E-10 .4E-05 S .0E+00 .6E-05 .13E-10 - - ***** RELATIVE FUNCTION CONVERGENCE ***** - - FUNCTION .322697E+02 RELDX .363E-05 - FUNC. EVALS 11 GRAD. EVALS 11 - PRELDF .132E-10 NPRELDF .132E-10 - - I FINAL X(I) D(I) G(I) - - 1 -.113148E+00 .100E+01 .724E-04 - 2 .127595E-01 .100E+01 .623E-05 - 3 .198357E+00 .100E+01 -.319E-05 - 4 .592164E+00 .100E+01 .614E-05 - 5 .312719E+00 .100E+01 .199E-04 - - 1 EXTRA FUNC. EVALS FOR COVARIANCE AND DIAGNOSTICS. - 1 EXTRA GRAD. EVALS FOR COVARIANCE AND DIAGNOSTICS. - - SQRT(RECIPROCAL CONDITION OF (J**T)*RHO"*J) = AT MOST .48E-01 - - COVARIANCE = (J**T * RHO" * J)**-1 - - ROW 1 .209E-02 - ROW 2 .514E-02 .147 - ROW 3 .645E-02 .113 .999E-01 - ROW 4 -.241E-02 .549E-01 .385E-01 .463E-01 - ROW 5 -.131E-01 -.101E-01 -.274E-01 .286E-01 .121 - - REGRESSION DIAGNOSTIC VECTOR NOT COMPUTED - - ASYMPTOTIC T-STATISTICS: - I X(I) T-STAT(I) STD ERROR - 1 TTIME COEF -.113148E+00 -.247729E+01 .456742E-01 - 2 DBUS DUM .127595E-01 .332418E-01 .383838E+00 - 3 DSTREETC DUM .198357E+00 .627560E+00 .316076E+00 - 4 B21 COV .592164E+00 .275152E+01 .215214E+00 - 5 B22 COV .312719E+00 .898071E+00 .348211E+00 - - NUMBER OF OBSERVATIONS (NOBS) = 50 - - LOG-LIKELIHOOD L(EST) = -.322697E+02 - LOG-LIKELIHOOD L(0) = -.549306E+02 - -2[L(0) - L(EST)]: = .453219E+02 - - 1 - L(EST)/L(0): = .412538E+00 - 1 - (L(EST)-NPAR)/L(0) = .321514E+00 - - (FIXED CHOICE SET SIZE) - - AGGREGATE CHOICES AND MARKET SHARES: - 1 14.000 .2800 - 2 29.000 .5800 - 3 7.000 .1400 - - STATISTICS FOR CONSTANTS-ONLY MODEL: - LOG-LIKELIHOOD L(C) = -.473814E+02 - -2[L(C) - L(EST)]: = .302235E+02 - - - - OUTPUT FOR CONVENIENT RESTART: - TTIME - -.113148E+00 -.100000E+03 .100000E+03 - DBUS - .127595E-01 -.100000E+03 .100000E+03 - DSTREETC - .198357E+00 -.100000E+03 .100000E+03 - B21 - .592164E+00 -.100000E+03 .100000E+03 - B22 - .312719E+00 -.100000E+03 .100000E+03 //GO.SYSIN DD mnpex1.out echo mnpex1b.out 1>&2 sed >mnpex1b.out <<'//GO.SYSIN DD mnpex1b.out' 's/^-//' - PROGRAM MLMNPB - - MAXIMUM LIKELIHOOD ESTIMATION OF - LINEAR-IN-PARAMETERS MULTINOMIAL PROBIT MODELS - (BOUNDS ARE ENFORCED; STATISTICS ARE NOT COMPUTED) - - - NUMBER OF OBSERVATIONS................. 50 - NUMBER OF ALTERNATIVES PER CHOICE SET.. 3 - EQUAL WEIGHTS FOR ALL OBSERVATIONS - NO INTEGER EXPLANATORY VARIABLES - NUMBER OF REAL DATA VALUES PER OBS..... 3 - OUTPUT UNIT............................ 6 - - COVARIANCE TYPE = INVERSE GAUSS-NEWTON HESSIAN - NO REGRESSION DIAGNOSTICS REQUESTED - - NUMBER OF NOMINAL VARIABLES............ 3 - NUMBER OF ATTRIBUTES PER ALTERNATIVE... 1 - NOMINAL DUMMIES USED - CORRELATED ERROR TERMS - NO RANDOM TASTE VARIATION - - NUMBER OF MODEL PARAMETERS............. 5 - - INITIAL PARAMETER VECTOR AND BOUNDS: - 1 TTIME COEF .000000E+00 -.100000E+03 .100000E+03 - 2 DBUS DUM .000000E+00 -.100000E+03 .100000E+03 - 3 DSTREETC DUM .000000E+00 -.100000E+03 .100000E+03 - 4 B21 COV .100000E+01 -.100000E+03 .100000E+03 - 5 B22 COV .100000E+01 -.100000E+03 .100000E+03 - - NONDEFAULT VALUES.... - - DTYPE..... IV(16) = 0 - DINIT..... V(38) = .1000000E+01 - - I INITIAL X(I) D(I) - - 1 .000000E+00 .100E+01 - 2 .000000E+00 .100E+01 - 3 .000000E+00 .100E+01 - 4 .100000E+01 .100E+01 - 5 .100000E+01 .100E+01 - - IT NF F RELDF PRELDF RELDX MODEL STPPAR D*STEP NPRELDF - - 0 1 .546E+02 - 1 2 .390E+02 .29E+00 .24E+00 .4E+00 G .2E+00 .9E+00 .46E+00 - 2 3 .341E+02 .13E+00 .13E+00 .5E+00 G .2E+01 .1E+01 .26E+00 - 3 4 .331E+02 .30E-01 .41E-01 .3E+00 G .0E+00 .5E+00 .41E-01 - 4 5 .324E+02 .20E-01 .18E-01 .2E+00 S .0E+00 .2E+00 .18E-01 - 5 6 .323E+02 .43E-02 .41E-02 .7E-01 S .0E+00 .1E+00 .41E-02 - 6 7 .323E+02 .20E-03 .22E-03 .1E-01 S .0E+00 .2E-01 .22E-03 - 7 8 .323E+02 .17E-04 .16E-04 .5E-02 S .0E+00 .8E-02 .16E-04 - 8 9 .323E+02 .33E-06 .31E-06 .5E-03 S .0E+00 .1E-02 .31E-06 - 9 10 .323E+02 .31E-08 .32E-08 .3E-04 S .0E+00 .5E-04 .32E-08 - 10 11 .323E+02 .12E-10 .13E-10 .4E-05 S .0E+00 .6E-05 .13E-10 - - ***** RELATIVE FUNCTION CONVERGENCE ***** - - FUNCTION .322697E+02 RELDX .366E-05 - FUNC. EVALS 11 GRAD. EVALS 11 - PRELDF .131E-10 NPRELDF .131E-10 - - I FINAL X(I) D(I) G(I) - - 1 -.113148E+00 .100E+01 .713E-04 - 2 .127594E-01 .100E+01 .595E-05 - 3 .198357E+00 .100E+01 -.372E-05 - 4 .592164E+00 .100E+01 .625E-05 - 5 .312719E+00 .100E+01 .197E-04 - - FINAL RESULTS: - I X(I) - 1 TTIME COEF -.113148E+00 - 2 DBUS DUM .127594E-01 - 3 DSTREETC DUM .198357E+00 - 4 B21 COV .592164E+00 - 5 B22 COV .312719E+00 - - NUMBER OF OBSERVATIONS (NOBS) = 50 - - LOG-LIKELIHOOD L(EST) = -.322697E+02 - LOG-LIKELIHOOD L(0) = -.549306E+02 - -2[L(0) - L(EST)]: = .453219E+02 - - 1 - L(EST)/L(0): = .412538E+00 - 1 - (L(EST)-NPAR)/L(0) = .321514E+00 - - (FIXED CHOICE SET SIZE) - - AGGREGATE CHOICES AND MARKET SHARES: - 1 14.000 .2800 - 2 29.000 .5800 - 3 7.000 .1400 - - STATISTICS FOR CONSTANTS-ONLY MODEL: - LOG-LIKELIHOOD L(C) = -.473814E+02 - -2[L(C) - L(EST)]: = .302235E+02 - - - - OUTPUT FOR CONVENIENT RESTART: - TTIME - -.113148E+00 -.100000E+03 .100000E+03 - DBUS - .127594E-01 -.100000E+03 .100000E+03 - DSTREETC - .198357E+00 -.100000E+03 .100000E+03 - B21 - .592164E+00 -.100000E+03 .100000E+03 - B22 - .312719E+00 -.100000E+03 .100000E+03 //GO.SYSIN DD mnpex1b.out echo mnpex2.out 1>&2 sed >mnpex2.out <<'//GO.SYSIN DD mnpex2.out' 's/^-//' - PROGRAM MLMNP - - MAXIMUM LIKELIHOOD ESTIMATION OF - LINEAR-IN-PARAMETERS MULTINOMIAL PROBIT MODELS - (BOUNDS NOT ENFORCED; STATISTICS ARE COMPUTED) - - - NUMBER OF OBSERVATIONS................. 50 - NUMBER OF ALTERNATIVES PER CHOICE SET.. 3 - EQUAL WEIGHTS FOR ALL OBSERVATIONS - NO INTEGER EXPLANATORY VARIABLES - NUMBER OF REAL DATA VALUES PER OBS..... 3 - OUTPUT UNIT............................ 6 - - COVARIANCE TYPE = INVERSE GAUSS-NEWTON HESSIAN - NO REGRESSION DIAGNOSTICS REQUESTED - - NUMBER OF NOMINAL VARIABLES............ 3 - NUMBER OF ATTRIBUTES PER ALTERNATIVE... 1 - NOMINAL DUMMIES USED - CORRELATED ERROR TERMS - UNCORRELATED RANDOM TASTE VARIATION - - NUMBER OF MODEL PARAMETERS............. 6 - - INITIAL PARAMETER VECTOR AND BOUNDS: - 1 TTIME COEF .000000E+00 -.100000E+03 .100000E+03 - 2 DBUS DUM .000000E+00 -.100000E+03 .100000E+03 - 3 DSTREETC DUM .000000E+00 -.100000E+03 .100000E+03 - 4 B21 COV .100000E+01 -.100000E+03 .100000E+03 - 5 B22 COV .100000E+01 -.100000E+03 .100000E+03 - 6 SigT UTST .100000E+01 .100000E-03 .100000E+03 - - NONDEFAULT VALUES.... - - DTYPE..... IV(16) = 0 - DINIT..... V(38) = .1000000E+01 - - I INITIAL X(I) D(I) - - 1 .000000E+00 .100E+01 - 2 .000000E+00 .100E+01 - 3 .000000E+00 .100E+01 - 4 .100000E+01 .100E+01 - 5 .100000E+01 .100E+01 - 6 .100000E+01 .100E+01 - - IT NF F RELDF PRELDF RELDX MODEL STPPAR D*STEP NPRELDF - - 0 1 .535E+02 - 1 2 .346E+02 .35E+00 .30E+00 .4E+00 G .6E+01 .1E+01 .33E+00 - 2 4 .327E+02 .55E-01 .51E-01 .9E-01 G .8E+01 .4E+00 .66E-01 - 3 5 .324E+02 .67E-02 .19E-01 .2E+00 G .2E+00 .8E+00 .25E-01 - 4 7 .322E+02 .91E-02 .11E-01 .8E-01 G-S .0E+00 .3E+00 .11E-01 - 5 9 .321E+02 .92E-03 .14E-02 .6E-01 S .8E+00 .2E+00 .48E-02 - 6 10 .321E+02 .84E-03 .57E-03 .6E-01 S .6E-01 .2E+00 .58E-03 - 7 11 .321E+02 .39E-03 .17E-02 .2E+00 G .5E-01 .6E+00 .17E-02 - 8 12 .320E+02 .12E-02 .29E-02 .2E+00 S .0E+00 .4E+00 .29E-02 - 9 13 .320E+02 .15E-02 .13E-02 .6E-01 S .0E+00 .1E+00 .13E-02 - 10 14 .320E+02 .17E-03 .12E-03 .4E-01 S .0E+00 .6E-01 .12E-03 - 11 15 .320E+02 .46E-04 .40E-04 .3E-01 S .0E+00 .5E-01 .40E-04 - 12 16 .320E+02 .25E-05 .24E-05 .2E-02 S .0E+00 .3E-02 .24E-05 - 13 17 .320E+02 .14E-06 .14E-06 .4E-03 S .0E+00 .6E-03 .14E-06 - 14 18 .320E+02 .31E-08 .36E-08 .2E-03 S .0E+00 .3E-03 .36E-08 - 15 20 .320E+02 .16E-09 .17E-09 .4E-04 G-S .0E+00 .7E-04 .17E-09 - 16 21 .320E+02 .22E-11 .23E-11 .4E-05 S .0E+00 .8E-05 .23E-11 - - ***** RELATIVE FUNCTION CONVERGENCE ***** - - FUNCTION .319875E+02 RELDX .419E-05 - FUNC. EVALS 21 GRAD. EVALS 17 - PRELDF .227E-11 NPRELDF .227E-11 - - I FINAL X(I) D(I) G(I) - - 1 -.235784E+00 .100E+01 -.150E-04 - 2 -.228115E+00 .100E+01 .132E-05 - 3 -.646544E-03 .100E+01 -.196E-05 - 4 .365699E+00 .100E+01 .103E-05 - 5 .614114E+00 .100E+01 -.136E-05 - 6 .122138E+00 .100E+01 -.161E-04 - - 1 EXTRA FUNC. EVALS FOR COVARIANCE AND DIAGNOSTICS. - 1 EXTRA GRAD. EVALS FOR COVARIANCE AND DIAGNOSTICS. - - SQRT(RECIPROCAL CONDITION OF (J**T)*RHO"*J) = AT MOST .26E-01 - - COVARIANCE = (J**T * RHO" * J)**-1 - - ROW 1 .355E-01 - ROW 2 .534E-01 .381 - ROW 3 .512E-01 .293 .266 - ROW 4 .851E-01 .409 .344 .596 - ROW 5 -.937E-01 -.693E-01 -.937E-01 -.164 .379 - ROW 6 -.244E-01 -.337E-01 -.315E-01 -.576E-01 .631E-01 - .181E-01 - - REGRESSION DIAGNOSTIC VECTOR NOT COMPUTED - - ASYMPTOTIC T-STATISTICS: - I X(I) T-STAT(I) STD ERROR - 1 TTIME COEF -.235784E+00 -.125086E+01 .188498E+00 - 2 DBUS DUM -.228115E+00 -.369417E+00 .617500E+00 - 3 DSTREETC DUM -.646544E-03 -.125266E-02 .516139E+00 - 4 B21 COV .365699E+00 .473542E+00 .772263E+00 - 5 B22 COV .614114E+00 .997767E+00 .615489E+00 - 6 SigT UTST .122138E+00 .907365E+00 .134607E+00 - - NUMBER OF OBSERVATIONS (NOBS) = 50 - - LOG-LIKELIHOOD L(EST) = -.319875E+02 - LOG-LIKELIHOOD L(0) = -.549306E+02 - -2[L(0) - L(EST)]: = .458863E+02 - - 1 - L(EST)/L(0): = .417675E+00 - 1 - (L(EST)-NPAR)/L(0) = .308446E+00 - - (FIXED CHOICE SET SIZE) - - AGGREGATE CHOICES AND MARKET SHARES: - 1 14.000 .2800 - 2 29.000 .5800 - 3 7.000 .1400 - - STATISTICS FOR CONSTANTS-ONLY MODEL: - LOG-LIKELIHOOD L(C) = -.473814E+02 - -2[L(C) - L(EST)]: = .307878E+02 - - - - OUTPUT FOR CONVENIENT RESTART: - TTIME - -.235784E+00 -.100000E+03 .100000E+03 - DBUS - -.228115E+00 -.100000E+03 .100000E+03 - DSTREETC - -.646544E-03 -.100000E+03 .100000E+03 - B21 - .365699E+00 -.100000E+03 .100000E+03 - B22 - .614114E+00 -.100000E+03 .100000E+03 - SigT - .122138E+00 .100000E-03 .100000E+03 //GO.SYSIN DD mnpex2.out echo mnpex2b.out 1>&2 sed >mnpex2b.out <<'//GO.SYSIN DD mnpex2b.out' 's/^-//' - PROGRAM MLMNPB - - MAXIMUM LIKELIHOOD ESTIMATION OF - LINEAR-IN-PARAMETERS MULTINOMIAL PROBIT MODELS - (BOUNDS ARE ENFORCED; STATISTICS ARE NOT COMPUTED) - - - NUMBER OF OBSERVATIONS................. 50 - NUMBER OF ALTERNATIVES PER CHOICE SET.. 3 - EQUAL WEIGHTS FOR ALL OBSERVATIONS - NO INTEGER EXPLANATORY VARIABLES - NUMBER OF REAL DATA VALUES PER OBS..... 3 - OUTPUT UNIT............................ 6 - - COVARIANCE TYPE = INVERSE GAUSS-NEWTON HESSIAN - NO REGRESSION DIAGNOSTICS REQUESTED - - NUMBER OF NOMINAL VARIABLES............ 3 - NUMBER OF ATTRIBUTES PER ALTERNATIVE... 1 - NOMINAL DUMMIES USED - CORRELATED ERROR TERMS - UNCORRELATED RANDOM TASTE VARIATION - - NUMBER OF MODEL PARAMETERS............. 6 - - INITIAL PARAMETER VECTOR AND BOUNDS: - 1 TTIME COEF .000000E+00 -.100000E+03 .100000E+03 - 2 DBUS DUM .000000E+00 -.100000E+03 .100000E+03 - 3 DSTREETC DUM .000000E+00 -.100000E+03 .100000E+03 - 4 B21 COV .100000E+01 -.100000E+03 .100000E+03 - 5 B22 COV .100000E+01 -.100000E+03 .100000E+03 - 6 SigT UTST .100000E+01 .100000E-03 .100000E+03 - - NONDEFAULT VALUES.... - - DTYPE..... IV(16) = 0 - DINIT..... V(38) = .1000000E+01 - - I INITIAL X(I) D(I) - - 1 .000000E+00 .100E+01 - 2 .000000E+00 .100E+01 - 3 .000000E+00 .100E+01 - 4 .100000E+01 .100E+01 - 5 .100000E+01 .100E+01 - 6 .100000E+01 .100E+01 - - IT NF F RELDF PRELDF RELDX MODEL STPPAR D*STEP NPRELDF - - 0 1 .535E+02 - 1 2 .346E+02 .35E+00 .30E+00 .4E+00 G .6E+01 .1E+01 .33E+00 - 2 4 .327E+02 .55E-01 .51E-01 .9E-01 G .8E+01 .4E+00 .66E-01 - 3 5 .324E+02 .67E-02 .19E-01 .2E+00 G .2E+00 .8E+00 .25E-01 - 4 7 .323E+02 .59E-02 .19E-01 .1E+00 G .7E+00 .4E+00 .22E-01 - 5 8 .321E+02 .57E-02 .50E-02 .4E-01 S .0E+00 .2E+00 .50E-02 - 6 9 .321E+02 .65E-03 .49E-03 .7E-01 S .0E+00 .2E+00 .49E-03 - 7 10 .320E+02 .11E-02 .57E-03 .1E+00 S .0E+00 .2E+00 .57E-03 - 8 11 .320E+02 .87E-03 .73E-03 .2E+00 S .0E+00 .3E+00 .73E-03 - 9 12 .320E+02 .52E-04 .51E-04 .1E-01 S .0E+00 .2E-01 .51E-04 - 10 13 .320E+02 .51E-06 .43E-06 .1E-02 S .0E+00 .2E-02 .43E-06 - 11 14 .320E+02 .44E-07 .50E-07 .8E-03 S .0E+00 .1E-02 .50E-07 - 12 15 .320E+02 .46E-08 .43E-08 .1E-03 S .0E+00 .2E-03 .43E-08 - 13 16 .320E+02 .36E-09 .31E-09 .3E-04 S .0E+00 .5E-04 .31E-09 - 14 17 .320E+02 .18E-10 .17E-10 .1E-04 S .0E+00 .2E-04 .17E-10 - - ***** RELATIVE FUNCTION CONVERGENCE ***** - - FUNCTION .319875E+02 RELDX .140E-04 - FUNC. EVALS 17 GRAD. EVALS 15 - PRELDF .167E-10 NPRELDF .167E-10 - - I FINAL X(I) D(I) G(I) - - 1 -.235783E+00 .100E+01 -.219E-04 - 2 -.228115E+00 .100E+01 -.824E-06 - 3 -.645934E-03 .100E+01 .268E-05 - 4 .365699E+00 .100E+01 .236E-05 - 5 .614112E+00 .100E+01 -.120E-04 - 6 .122138E+00 .100E+01 .127E-04 - - FINAL RESULTS: - I X(I) - 1 TTIME COEF -.235783E+00 - 2 DBUS DUM -.228115E+00 - 3 DSTREETC DUM -.645934E-03 - 4 B21 COV .365699E+00 - 5 B22 COV .614112E+00 - 6 SigT UTST .122138E+00 - - NUMBER OF OBSERVATIONS (NOBS) = 50 - - LOG-LIKELIHOOD L(EST) = -.319875E+02 - LOG-LIKELIHOOD L(0) = -.549306E+02 - -2[L(0) - L(EST)]: = .458863E+02 - - 1 - L(EST)/L(0): = .417675E+00 - 1 - (L(EST)-NPAR)/L(0) = .308446E+00 - - (FIXED CHOICE SET SIZE) - - AGGREGATE CHOICES AND MARKET SHARES: - 1 14.000 .2800 - 2 29.000 .5800 - 3 7.000 .1400 - - STATISTICS FOR CONSTANTS-ONLY MODEL: - LOG-LIKELIHOOD L(C) = -.473814E+02 - -2[L(C) - L(EST)]: = .307878E+02 - - - - OUTPUT FOR CONVENIENT RESTART: - TTIME - -.235783E+00 -.100000E+03 .100000E+03 - DBUS - -.228115E+00 -.100000E+03 .100000E+03 - DSTREETC - -.645934E-03 -.100000E+03 .100000E+03 - B21 - .365699E+00 -.100000E+03 .100000E+03 - B22 - .614112E+00 -.100000E+03 .100000E+03 - SigT - .122138E+00 .100000E-03 .100000E+03 //GO.SYSIN DD mnpex2b.out echo rent1.out 1>&2 sed >rent1.out <<'//GO.SYSIN DD rent1.out' 's/^-//' - PROGRAM MLMNP - - MAXIMUM LIKELIHOOD ESTIMATION OF - LINEAR-IN-PARAMETERS MULTINOMIAL PROBIT MODELS - (BOUNDS NOT ENFORCED; STATISTICS ARE COMPUTED) - - - NUMBER OF OBSERVATIONS................. 567 - NUMBER OF ALTERNATIVES PER CHOICE SET.. 3 - EQUAL WEIGHTS FOR ALL OBSERVATIONS - NO INTEGER EXPLANATORY VARIABLES - NUMBER OF REAL DATA VALUES PER OBS..... 27 - OUTPUT UNIT............................ 6 - - COVARIANCE TYPE = INVERSE GAUSS-NEWTON HESSIAN - REGRESSION DIAGNOSTICS REQUESTED - - *** LEAVE-BLOCK-OUT DIAGNOSTICS REQUESTED *** - - DIAGNOSTICS ON X-VECTOR REQUESTED - NUMBER OF BLOCKS: 21 - FIXED BLOCK SIZE: 27 - - NUMBER OF NOMINAL VARIABLES............ 3 - NUMBER OF ATTRIBUTES PER ALTERNATIVE... 9 - NO NOMINAL DUMMIES - IID ERROR TERMS - NO RANDOM TASTE VARIATION - - NUMBER OF MODEL PARAMETERS............. 9 - - INITIAL PARAMETER VECTOR AND BOUNDS: - 1 RENT COEF -.371499E-02 -.100000E+03 .100000E+03 - 2 LocD1 COEF .473069E-01 -.100000E+03 .100000E+03 - 3 LocD2 COEF -.443496E+00 -.100000E+03 .100000E+03 - 4 ConD1 COEF .734521E+00 -.100000E+03 .100000E+03 - 5 ConD2 COEF .648764E+00 -.100000E+03 .100000E+03 - 6 BedD1 COEF -.125812E+01 -.100000E+03 .100000E+03 - 7 BedD2 COEF -.641347E+00 -.100000E+03 .100000E+03 - 8 Htype COEF .429202E+00 -.100000E+03 .100000E+03 - 9 CDum COEF .958062E+00 -.100000E+03 .100000E+03 - - NONDEFAULT VALUES.... - - DTYPE..... IV(16) = 0 - DINIT..... V(38) = .1000000E+01 - - I INITIAL X(I) D(I) - - 1 -.371499E-02 .100E+01 - 2 .473069E-01 .100E+01 - 3 -.443496E+00 .100E+01 - 4 .734521E+00 .100E+01 - 5 .648764E+00 .100E+01 - 6 -.125812E+01 .100E+01 - 7 -.641347E+00 .100E+01 - 8 .429202E+00 .100E+01 - 9 .958062E+00 .100E+01 - - IT NF F RELDF PRELDF RELDX MODEL STPPAR D*STEP NPRELDF - - 0 1 .418E+03 - 1 2 .415E+03 .65E-02 .84E-02 .1E+00 G .0E+00 .4E+00 .84E-02 - 2 3 .415E+03 .35E-03 .41E-03 .2E-01 G .0E+00 .8E-01 .41E-03 - 3 4 .415E+03 .15E-04 .15E-04 .3E-02 S .0E+00 .1E-01 .15E-04 - 4 5 .415E+03 .14E-06 .15E-06 .3E-03 S .0E+00 .1E-02 .15E-06 - 5 6 .415E+03 .22E-08 .22E-08 .3E-04 S .0E+00 .2E-03 .22E-08 - 6 7 .415E+03 .40E-10 .40E-10 .5E-05 S .0E+00 .2E-04 .40E-10 - - ***** RELATIVE FUNCTION CONVERGENCE ***** - - FUNCTION .414996E+03 RELDX .468E-05 - FUNC. EVALS 7 GRAD. EVALS 7 - PRELDF .404E-10 NPRELDF .404E-10 - - I FINAL X(I) D(I) G(I) - - 1 -.417176E-02 .100E+01 .674E-02 - 2 .309489E-02 .100E+01 .146E-03 - 3 -.415382E+00 .100E+01 -.613E-04 - 4 .805209E+00 .100E+01 .592E-05 - 5 .739920E+00 .100E+01 .103E-03 - 6 -.156055E+01 .100E+01 .950E-04 - 7 -.704689E+00 .100E+01 -.200E-03 - 8 .541099E+00 .100E+01 -.278E-03 - 9 .102279E+01 .100E+01 .239E-03 - - 1 EXTRA FUNC. EVALS FOR COVARIANCE AND DIAGNOSTICS. - 1 EXTRA GRAD. EVALS FOR COVARIANCE AND DIAGNOSTICS. - - SQRT(RECIPROCAL CONDITION OF (J**T)*RHO"*J) = AT MOST .15E-02 - - COVARIANCE = (J**T * RHO" * J)**-1 - - ROW 1 .122E-06 - ROW 2 .637E-05 .139E-01 - ROW 3 .774E-05 .743E-02 .206E-01 - ROW 4 -.484E-05 .946E-03 -.166E-02 .197E-01 - ROW 5 -.615E-05 .153E-03 -.299E-02 .107E-01 .183E-01 - ROW 6 .189E-04 -.847E-03 -.108E-02 -.475E-02 -.601E-02 - .229E-01 - ROW 7 .906E-05 .105E-02 .159E-02 -.912E-03 -.111E-02 - .638E-02 .126E-01 - ROW 8 -.187E-04 .155E-02 -.126E-02 .220E-02 .379E-02 - -.303E-02 -.224E-02 .156E-01 - ROW 9 -.121E-04 -.396E-03 .101E-03 .321E-02 .449E-03 - -.396E-02 -.127E-02 .622E-02 .930E-02 - - BLOCK REGRESSION DIAGNOSTIC = 0.5 * G(I)**T * H(I)**-1 * H * H(I)**-1 * G(I) - BLOCK FIRST LAST RD(I) X(I) - 1 1 27 1.37 -.432036E-02 .688999E-02 -.454742 - .750261 .706886 -1.40656 - -.688482 .532909 1.05724 - 2 28 54 1.35 -.395289E-02 .671261E-01 -.401830 - .934179 .764509 -1.49978 - -.607417 .491203 1.05807 - 3 55 81 2.28 -.398184E-02 .891928E-01 -.432253 - .718803 .592961 -1.58360 - -.629194 .464618 1.07271 - 4 82 108 .782 -.418353E-02 -.479048E-01 -.443015 - .860322 .829490 -1.48508 - -.641022 .527859 .977591 - 5 109 135 .392 -.416660E-02 -.198889E-01 -.473270 - .723134 .657318 -1.52645 - -.718463 .549875 1.03077 - 6 136 162 .733 -.422015E-02 .369010E-01 -.370415 - .864933 .794825 -1.49062 - -.624311 .541274 .988646 - 7 163 189 .574 -.401476E-02 .216232E-01 -.333111 - .844806 .787417 -1.52104 - -.683333 .569935 1.05228 - 8 190 216 .205 -.412189E-02 .302128E-02 -.392088 - .756986 .671126 -1.50307 - -.708418 .505785 .999088 - 9 217 243 2.02 -.420588E-02 -.531854E-01 -.384752 - .854976 .722049 -1.72319 - -.710096 .594931 1.00716 - 10 244 270 .517 -.413471E-02 -.811883E-01 -.426687 - .812327 .754296 -1.61269 - -.710099 .537952 1.00783 - 11 271 297 .397 -.426569E-02 -.745964E-01 -.476782 - .828184 .772109 -1.52991 - -.708157 .589738 1.05453 - 12 298 324 .793 -.415671E-02 .640466E-01 -.342630 - .803615 .676671 -1.55464 - -.767174 .580018 .998304 - 13 325 351 .179 -.407196E-02 .137638E-01 -.424388 - .754704 .720375 -1.50624 - -.664943 .526233 1.01178 - 14 352 378 23.2 -.520847E-02 .213824 -.296681 - .977017 1.08571 -2.15517 - -1.10519 .589033 1.32706 - 15 379 405 .303 -.412018E-02 .369613E-02 -.379747 - .749824 .705542 -1.51105 - -.698940 .469147 .981475 - 16 406 432 1.03 -.417479E-02 -.789858E-01 -.454166 - .883726 .836766 -1.52686 - -.704554 .467903 .953507 - 17 433 459 2.42 -.426903E-02 .919138E-01 -.269440 - .721690 .799428 -1.74527 - -.692543 .635327 1.00821 - 18 460 486 .295 -.408597E-02 -.236991E-01 -.455794 - .750614 .708528 -1.52053 - -.739287 .533722 1.02839 - 19 487 513 8.07 -.441734E-02 .487604E-01 -.774982 - .889980 .779335 -1.83375 - -.768117 .681128 .998395 - 20 514 540 .445 -.439653E-02 -.219164E-01 -.375853 - .822584 .734316 -1.56971 - -.726309 .532129 1.04606 - 21 541 567 .502 -.408978E-02 -.340177E-01 -.413136 - .796396 .693248 -1.52454 - -.755420 .547292 .989835 - - ASYMPTOTIC T-STATISTICS: - I X(I) T-STAT(I) STD ERROR - 1 RENT COEF -.417176E-02 -.119269E+02 .349776E-03 - 2 LocD1 COEF .309489E-02 .262607E-01 .117853E+00 - 3 LocD2 COEF -.415382E+00 -.289367E+01 .143548E+00 - 4 ConD1 COEF .805209E+00 .573979E+01 .140286E+00 - 5 ConD2 COEF .739920E+00 .546424E+01 .135412E+00 - 6 BedD1 COEF -.156055E+01 -.103181E+02 .151244E+00 - 7 BedD2 COEF -.704689E+00 -.628199E+01 .112176E+00 - 8 Htype COEF .541099E+00 .433083E+01 .124941E+00 - 9 CDum COEF .102279E+01 .106073E+02 .964229E-01 - - NUMBER OF OBSERVATIONS (NOBS) = 567 - - LOG-LIKELIHOOD L(EST) = -.414996E+03 - LOG-LIKELIHOOD L(0) = -.622913E+03 - -2[L(0) - L(EST)]: = .415834E+03 - - 1 - L(EST)/L(0): = .333782E+00 - 1 - (L(EST)-NPAR)/L(0) = .319334E+00 - - (FIXED CHOICE SET SIZE) - - AGGREGATE CHOICES AND MARKET SHARES: - 1 121.000 .2134 - 2 133.000 .2346 - 3 313.000 .5520 - - STATISTICS FOR CONSTANTS-ONLY MODEL: - LOG-LIKELIHOOD L(C) = -.565715E+03 - -2[L(C) - L(EST)]: = .301438E+03 - - - - OUTPUT FOR CONVENIENT RESTART: - RENT - -.417176E-02 -.100000E+03 .100000E+03 - LocD1 - .309489E-02 -.100000E+03 .100000E+03 - LocD2 - -.415382E+00 -.100000E+03 .100000E+03 - ConD1 - .805209E+00 -.100000E+03 .100000E+03 - ConD2 - .739920E+00 -.100000E+03 .100000E+03 - BedD1 - -.156055E+01 -.100000E+03 .100000E+03 - BedD2 - -.704689E+00 -.100000E+03 .100000E+03 - Htype - .541099E+00 -.100000E+03 .100000E+03 - CDum - .102279E+01 -.100000E+03 .100000E+03 //GO.SYSIN DD rent1.out echo rent1b.out 1>&2 sed >rent1b.out <<'//GO.SYSIN DD rent1b.out' 's/^-//' - PROGRAM MLMNPB - - MAXIMUM LIKELIHOOD ESTIMATION OF - LINEAR-IN-PARAMETERS MULTINOMIAL PROBIT MODELS - (BOUNDS ARE ENFORCED; STATISTICS ARE NOT COMPUTED) - - - NUMBER OF OBSERVATIONS................. 567 - NUMBER OF ALTERNATIVES PER CHOICE SET.. 3 - EQUAL WEIGHTS FOR ALL OBSERVATIONS - NO INTEGER EXPLANATORY VARIABLES - NUMBER OF REAL DATA VALUES PER OBS..... 27 - OUTPUT UNIT............................ 6 - - COVARIANCE TYPE = INVERSE GAUSS-NEWTON HESSIAN - REGRESSION DIAGNOSTICS REQUESTED - - *** LEAVE-BLOCK-OUT DIAGNOSTICS REQUESTED *** - - DIAGNOSTICS ON X-VECTOR REQUESTED - NUMBER OF BLOCKS: 21 - FIXED BLOCK SIZE: 27 - - NUMBER OF NOMINAL VARIABLES............ 3 - NUMBER OF ATTRIBUTES PER ALTERNATIVE... 9 - NO NOMINAL DUMMIES - IID ERROR TERMS - NO RANDOM TASTE VARIATION - - NUMBER OF MODEL PARAMETERS............. 9 - - INITIAL PARAMETER VECTOR AND BOUNDS: - 1 RENT COEF -.371499E-02 -.100000E+03 .100000E+03 - 2 LocD1 COEF .473069E-01 -.100000E+03 .100000E+03 - 3 LocD2 COEF -.443496E+00 -.100000E+03 .100000E+03 - 4 ConD1 COEF .734521E+00 -.100000E+03 .100000E+03 - 5 ConD2 COEF .648764E+00 -.100000E+03 .100000E+03 - 6 BedD1 COEF -.125812E+01 -.100000E+03 .100000E+03 - 7 BedD2 COEF -.641347E+00 -.100000E+03 .100000E+03 - 8 Htype COEF .429202E+00 -.100000E+03 .100000E+03 - 9 CDum COEF .958062E+00 -.100000E+03 .100000E+03 - - NONDEFAULT VALUES.... - - DTYPE..... IV(16) = 0 - DINIT..... V(38) = .1000000E+01 - - I INITIAL X(I) D(I) - - 1 -.371499E-02 .100E+01 - 2 .473069E-01 .100E+01 - 3 -.443496E+00 .100E+01 - 4 .734521E+00 .100E+01 - 5 .648764E+00 .100E+01 - 6 -.125812E+01 .100E+01 - 7 -.641347E+00 .100E+01 - 8 .429202E+00 .100E+01 - 9 .958062E+00 .100E+01 - - IT NF F RELDF PRELDF RELDX MODEL STPPAR D*STEP NPRELDF - - 0 1 .418E+03 - 1 2 .415E+03 .65E-02 .84E-02 .1E+00 G .0E+00 .4E+00 .84E-02 - 2 3 .415E+03 .35E-03 .41E-03 .2E-01 G .0E+00 .8E-01 .41E-03 - 3 4 .415E+03 .15E-04 .15E-04 .3E-02 S .0E+00 .1E-01 .15E-04 - 4 5 .415E+03 .14E-06 .15E-06 .3E-03 S .0E+00 .1E-02 .15E-06 - 5 6 .415E+03 .22E-08 .22E-08 .3E-04 S .0E+00 .2E-03 .22E-08 - 6 7 .415E+03 .40E-10 .40E-10 .5E-05 S .0E+00 .2E-04 .40E-10 - - ***** RELATIVE FUNCTION CONVERGENCE ***** - - FUNCTION .414996E+03 RELDX .468E-05 - FUNC. EVALS 7 GRAD. EVALS 7 - PRELDF .404E-10 NPRELDF .404E-10 - - I FINAL X(I) D(I) G(I) - - 1 -.417176E-02 .100E+01 .674E-02 - 2 .309489E-02 .100E+01 .146E-03 - 3 -.415382E+00 .100E+01 -.613E-04 - 4 .805209E+00 .100E+01 .576E-05 - 5 .739920E+00 .100E+01 .103E-03 - 6 -.156055E+01 .100E+01 .948E-04 - 7 -.704689E+00 .100E+01 -.200E-03 - 8 .541099E+00 .100E+01 -.278E-03 - 9 .102279E+01 .100E+01 .239E-03 - - FINAL RESULTS: - I X(I) - 1 RENT COEF -.417176E-02 - 2 LocD1 COEF .309489E-02 - 3 LocD2 COEF -.415382E+00 - 4 ConD1 COEF .805209E+00 - 5 ConD2 COEF .739920E+00 - 6 BedD1 COEF -.156055E+01 - 7 BedD2 COEF -.704689E+00 - 8 Htype COEF .541099E+00 - 9 CDum COEF .102279E+01 - - NUMBER OF OBSERVATIONS (NOBS) = 567 - - LOG-LIKELIHOOD L(EST) = -.414996E+03 - LOG-LIKELIHOOD L(0) = -.622913E+03 - -2[L(0) - L(EST)]: = .415834E+03 - - 1 - L(EST)/L(0): = .333782E+00 - 1 - (L(EST)-NPAR)/L(0) = .319334E+00 - - (FIXED CHOICE SET SIZE) - - AGGREGATE CHOICES AND MARKET SHARES: - 1 121.000 .2134 - 2 133.000 .2346 - 3 313.000 .5520 - - STATISTICS FOR CONSTANTS-ONLY MODEL: - LOG-LIKELIHOOD L(C) = -.565715E+03 - -2[L(C) - L(EST)]: = .301438E+03 - - - - OUTPUT FOR CONVENIENT RESTART: - RENT - -.417176E-02 -.100000E+03 .100000E+03 - LocD1 - .309489E-02 -.100000E+03 .100000E+03 - LocD2 - -.415382E+00 -.100000E+03 .100000E+03 - ConD1 - .805209E+00 -.100000E+03 .100000E+03 - ConD2 - .739920E+00 -.100000E+03 .100000E+03 - BedD1 - -.156055E+01 -.100000E+03 .100000E+03 - BedD2 - -.704689E+00 -.100000E+03 .100000E+03 - Htype - .541099E+00 -.100000E+03 .100000E+03 - CDum - .102279E+01 -.100000E+03 .100000E+03 //GO.SYSIN DD rent1b.out echo rent2.out 1>&2 sed >rent2.out <<'//GO.SYSIN DD rent2.out' 's/^-//' - PROGRAM MLMNP - - MAXIMUM LIKELIHOOD ESTIMATION OF - LINEAR-IN-PARAMETERS MULTINOMIAL PROBIT MODELS - (BOUNDS NOT ENFORCED; STATISTICS ARE COMPUTED) - - - NUMBER OF OBSERVATIONS................. 567 - NUMBER OF ALTERNATIVES PER CHOICE SET.. 3 - EQUAL WEIGHTS FOR ALL OBSERVATIONS - NO INTEGER EXPLANATORY VARIABLES - NUMBER OF REAL DATA VALUES PER OBS..... 27 - OUTPUT UNIT............................ 6 - - COVARIANCE TYPE = INVERSE GAUSS-NEWTON HESSIAN - REGRESSION DIAGNOSTICS REQUESTED - - *** LEAVE-BLOCK-OUT DIAGNOSTICS REQUESTED *** - - DIAGNOSTICS ON X-VECTOR REQUESTED - NUMBER OF BLOCKS: 3 - VARIABLE BLOCK-SIZE OPTION CHOSEN - - BLOCK-SIZES: - 216 162 189 - - NUMBER OF NOMINAL VARIABLES............ 3 - NUMBER OF ATTRIBUTES PER ALTERNATIVE... 9 - NO NOMINAL DUMMIES - IID ERROR TERMS - NO RANDOM TASTE VARIATION - - NUMBER OF MODEL PARAMETERS............. 9 - - INITIAL PARAMETER VECTOR AND BOUNDS: - 1 RENT COEF -.371499E-02 -.100000E+03 .100000E+03 - 2 LocD1 COEF .473069E-01 -.100000E+03 .100000E+03 - 3 LocD2 COEF -.443496E+00 -.100000E+03 .100000E+03 - 4 ConD1 COEF .734521E+00 -.100000E+03 .100000E+03 - 5 ConD2 COEF .648764E+00 -.100000E+03 .100000E+03 - 6 BedD1 COEF -.125812E+01 -.100000E+03 .100000E+03 - 7 BedD2 COEF -.641347E+00 -.100000E+03 .100000E+03 - 8 Htype COEF .429202E+00 -.100000E+03 .100000E+03 - 9 CDum COEF .958062E+00 -.100000E+03 .100000E+03 - - NONDEFAULT VALUES.... - - DTYPE..... IV(16) = 0 - DINIT..... V(38) = .1000000E+01 - - I INITIAL X(I) D(I) - - 1 -.371499E-02 .100E+01 - 2 .473069E-01 .100E+01 - 3 -.443496E+00 .100E+01 - 4 .734521E+00 .100E+01 - 5 .648764E+00 .100E+01 - 6 -.125812E+01 .100E+01 - 7 -.641347E+00 .100E+01 - 8 .429202E+00 .100E+01 - 9 .958062E+00 .100E+01 - - IT NF F RELDF PRELDF RELDX MODEL STPPAR D*STEP NPRELDF - - 0 1 .418E+03 - 1 2 .415E+03 .65E-02 .84E-02 .1E+00 G .0E+00 .4E+00 .84E-02 - 2 3 .415E+03 .35E-03 .41E-03 .2E-01 G .0E+00 .8E-01 .41E-03 - 3 4 .415E+03 .15E-04 .15E-04 .3E-02 S .0E+00 .1E-01 .15E-04 - 4 5 .415E+03 .14E-06 .15E-06 .3E-03 S .0E+00 .1E-02 .15E-06 - 5 6 .415E+03 .22E-08 .22E-08 .3E-04 S .0E+00 .2E-03 .22E-08 - 6 7 .415E+03 .40E-10 .40E-10 .5E-05 S .0E+00 .2E-04 .40E-10 - - ***** RELATIVE FUNCTION CONVERGENCE ***** - - FUNCTION .414996E+03 RELDX .468E-05 - FUNC. EVALS 7 GRAD. EVALS 7 - PRELDF .404E-10 NPRELDF .404E-10 - - I FINAL X(I) D(I) G(I) - - 1 -.417176E-02 .100E+01 .674E-02 - 2 .309489E-02 .100E+01 .146E-03 - 3 -.415382E+00 .100E+01 -.613E-04 - 4 .805209E+00 .100E+01 .592E-05 - 5 .739920E+00 .100E+01 .103E-03 - 6 -.156055E+01 .100E+01 .950E-04 - 7 -.704689E+00 .100E+01 -.200E-03 - 8 .541099E+00 .100E+01 -.278E-03 - 9 .102279E+01 .100E+01 .239E-03 - - 1 EXTRA FUNC. EVALS FOR COVARIANCE AND DIAGNOSTICS. - 1 EXTRA GRAD. EVALS FOR COVARIANCE AND DIAGNOSTICS. - - SQRT(RECIPROCAL CONDITION OF (J**T)*RHO"*J) = AT MOST .15E-02 - - COVARIANCE = (J**T * RHO" * J)**-1 - - ROW 1 .122E-06 - ROW 2 .637E-05 .139E-01 - ROW 3 .774E-05 .743E-02 .206E-01 - ROW 4 -.484E-05 .946E-03 -.166E-02 .197E-01 - ROW 5 -.615E-05 .153E-03 -.299E-02 .107E-01 .183E-01 - ROW 6 .189E-04 -.847E-03 -.108E-02 -.475E-02 -.601E-02 - .229E-01 - ROW 7 .906E-05 .105E-02 .159E-02 -.912E-03 -.111E-02 - .638E-02 .126E-01 - ROW 8 -.187E-04 .155E-02 -.126E-02 .220E-02 .379E-02 - -.303E-02 -.224E-02 .156E-01 - ROW 9 -.121E-04 -.396E-03 .101E-03 .321E-02 .449E-03 - -.396E-02 -.127E-02 .622E-02 .930E-02 - - BLOCK REGRESSION DIAGNOSTIC = 0.5 * G(I)**T * H(I)**-1 * H * H(I)**-1 * G(I) - BLOCK FIRST LAST RD(I) X(I) - 1 1 216 18.3 -.363145E-02 .189900 -.426133 - .824762 .551742 -.969218 - -.264445 .333277 1.10424 - 2 217 378 13.4 -.504620E-02 -.483438E-01 -.272364 - 1.00634 .948275 -2.22987 - -1.07307 .739034 1.25642 - 3 379 567 7.97 -.448066E-02 -.114761E-01 -.576371 - .687746 .792413 -1.83698 - -.870788 .577961 .816514 - - ASYMPTOTIC T-STATISTICS: - I X(I) T-STAT(I) STD ERROR - 1 RENT COEF -.417176E-02 -.119269E+02 .349776E-03 - 2 LocD1 COEF .309489E-02 .262607E-01 .117853E+00 - 3 LocD2 COEF -.415382E+00 -.289367E+01 .143548E+00 - 4 ConD1 COEF .805209E+00 .573979E+01 .140286E+00 - 5 ConD2 COEF .739920E+00 .546424E+01 .135412E+00 - 6 BedD1 COEF -.156055E+01 -.103181E+02 .151244E+00 - 7 BedD2 COEF -.704689E+00 -.628199E+01 .112176E+00 - 8 Htype COEF .541099E+00 .433083E+01 .124941E+00 - 9 CDum COEF .102279E+01 .106073E+02 .964229E-01 - - NUMBER OF OBSERVATIONS (NOBS) = 567 - - LOG-LIKELIHOOD L(EST) = -.414996E+03 - LOG-LIKELIHOOD L(0) = -.622913E+03 - -2[L(0) - L(EST)]: = .415834E+03 - - 1 - L(EST)/L(0): = .333782E+00 - 1 - (L(EST)-NPAR)/L(0) = .319334E+00 - - (FIXED CHOICE SET SIZE) - - AGGREGATE CHOICES AND MARKET SHARES: - 1 121.000 .2134 - 2 133.000 .2346 - 3 313.000 .5520 - - STATISTICS FOR CONSTANTS-ONLY MODEL: - LOG-LIKELIHOOD L(C) = -.565715E+03 - -2[L(C) - L(EST)]: = .301438E+03 - - - - OUTPUT FOR CONVENIENT RESTART: - RENT - -.417176E-02 -.100000E+03 .100000E+03 - LocD1 - .309489E-02 -.100000E+03 .100000E+03 - LocD2 - -.415382E+00 -.100000E+03 .100000E+03 - ConD1 - .805209E+00 -.100000E+03 .100000E+03 - ConD2 - .739920E+00 -.100000E+03 .100000E+03 - BedD1 - -.156055E+01 -.100000E+03 .100000E+03 - BedD2 - -.704689E+00 -.100000E+03 .100000E+03 - Htype - .541099E+00 -.100000E+03 .100000E+03 - CDum - .102279E+01 -.100000E+03 .100000E+03 //GO.SYSIN DD rent2.out echo rent2b.out 1>&2 sed >rent2b.out <<'//GO.SYSIN DD rent2b.out' 's/^-//' - PROGRAM MLMNPB - - MAXIMUM LIKELIHOOD ESTIMATION OF - LINEAR-IN-PARAMETERS MULTINOMIAL PROBIT MODELS - (BOUNDS ARE ENFORCED; STATISTICS ARE NOT COMPUTED) - - - NUMBER OF OBSERVATIONS................. 567 - NUMBER OF ALTERNATIVES PER CHOICE SET.. 3 - EQUAL WEIGHTS FOR ALL OBSERVATIONS - NO INTEGER EXPLANATORY VARIABLES - NUMBER OF REAL DATA VALUES PER OBS..... 27 - OUTPUT UNIT............................ 6 - - COVARIANCE TYPE = INVERSE GAUSS-NEWTON HESSIAN - REGRESSION DIAGNOSTICS REQUESTED - - *** LEAVE-BLOCK-OUT DIAGNOSTICS REQUESTED *** - - DIAGNOSTICS ON X-VECTOR REQUESTED - NUMBER OF BLOCKS: 3 - VARIABLE BLOCK-SIZE OPTION CHOSEN - - BLOCK-SIZES: - 216 162 189 - - NUMBER OF NOMINAL VARIABLES............ 3 - NUMBER OF ATTRIBUTES PER ALTERNATIVE... 9 - NO NOMINAL DUMMIES - IID ERROR TERMS - NO RANDOM TASTE VARIATION - - NUMBER OF MODEL PARAMETERS............. 9 - - INITIAL PARAMETER VECTOR AND BOUNDS: - 1 RENT COEF -.371499E-02 -.100000E+03 .100000E+03 - 2 LocD1 COEF .473069E-01 -.100000E+03 .100000E+03 - 3 LocD2 COEF -.443496E+00 -.100000E+03 .100000E+03 - 4 ConD1 COEF .734521E+00 -.100000E+03 .100000E+03 - 5 ConD2 COEF .648764E+00 -.100000E+03 .100000E+03 - 6 BedD1 COEF -.125812E+01 -.100000E+03 .100000E+03 - 7 BedD2 COEF -.641347E+00 -.100000E+03 .100000E+03 - 8 Htype COEF .429202E+00 -.100000E+03 .100000E+03 - 9 CDum COEF .958062E+00 -.100000E+03 .100000E+03 - - NONDEFAULT VALUES.... - - DTYPE..... IV(16) = 0 - DINIT..... V(38) = .1000000E+01 - - I INITIAL X(I) D(I) - - 1 -.371499E-02 .100E+01 - 2 .473069E-01 .100E+01 - 3 -.443496E+00 .100E+01 - 4 .734521E+00 .100E+01 - 5 .648764E+00 .100E+01 - 6 -.125812E+01 .100E+01 - 7 -.641347E+00 .100E+01 - 8 .429202E+00 .100E+01 - 9 .958062E+00 .100E+01 - - IT NF F RELDF PRELDF RELDX MODEL STPPAR D*STEP NPRELDF - - 0 1 .418E+03 - 1 2 .415E+03 .65E-02 .84E-02 .1E+00 G .0E+00 .4E+00 .84E-02 - 2 3 .415E+03 .35E-03 .41E-03 .2E-01 G .0E+00 .8E-01 .41E-03 - 3 4 .415E+03 .15E-04 .15E-04 .3E-02 S .0E+00 .1E-01 .15E-04 - 4 5 .415E+03 .14E-06 .15E-06 .3E-03 S .0E+00 .1E-02 .15E-06 - 5 6 .415E+03 .22E-08 .22E-08 .3E-04 S .0E+00 .2E-03 .22E-08 - 6 7 .415E+03 .40E-10 .40E-10 .5E-05 S .0E+00 .2E-04 .40E-10 - - ***** RELATIVE FUNCTION CONVERGENCE ***** - - FUNCTION .414996E+03 RELDX .468E-05 - FUNC. EVALS 7 GRAD. EVALS 7 - PRELDF .404E-10 NPRELDF .404E-10 - - I FINAL X(I) D(I) G(I) - - 1 -.417176E-02 .100E+01 .674E-02 - 2 .309489E-02 .100E+01 .146E-03 - 3 -.415382E+00 .100E+01 -.613E-04 - 4 .805209E+00 .100E+01 .576E-05 - 5 .739920E+00 .100E+01 .103E-03 - 6 -.156055E+01 .100E+01 .948E-04 - 7 -.704689E+00 .100E+01 -.200E-03 - 8 .541099E+00 .100E+01 -.278E-03 - 9 .102279E+01 .100E+01 .239E-03 - - FINAL RESULTS: - I X(I) - 1 RENT COEF -.417176E-02 - 2 LocD1 COEF .309489E-02 - 3 LocD2 COEF -.415382E+00 - 4 ConD1 COEF .805209E+00 - 5 ConD2 COEF .739920E+00 - 6 BedD1 COEF -.156055E+01 - 7 BedD2 COEF -.704689E+00 - 8 Htype COEF .541099E+00 - 9 CDum COEF .102279E+01 - - NUMBER OF OBSERVATIONS (NOBS) = 567 - - LOG-LIKELIHOOD L(EST) = -.414996E+03 - LOG-LIKELIHOOD L(0) = -.622913E+03 - -2[L(0) - L(EST)]: = .415834E+03 - - 1 - L(EST)/L(0): = .333782E+00 - 1 - (L(EST)-NPAR)/L(0) = .319334E+00 - - (FIXED CHOICE SET SIZE) - - AGGREGATE CHOICES AND MARKET SHARES: - 1 121.000 .2134 - 2 133.000 .2346 - 3 313.000 .5520 - - STATISTICS FOR CONSTANTS-ONLY MODEL: - LOG-LIKELIHOOD L(C) = -.565715E+03 - -2[L(C) - L(EST)]: = .301438E+03 - - - - OUTPUT FOR CONVENIENT RESTART: - RENT - -.417176E-02 -.100000E+03 .100000E+03 - LocD1 - .309489E-02 -.100000E+03 .100000E+03 - LocD2 - -.415382E+00 -.100000E+03 .100000E+03 - ConD1 - .805209E+00 -.100000E+03 .100000E+03 - ConD2 - .739920E+00 -.100000E+03 .100000E+03 - BedD1 - -.156055E+01 -.100000E+03 .100000E+03 - BedD2 - -.704689E+00 -.100000E+03 .100000E+03 - Htype - .541099E+00 -.100000E+03 .100000E+03 - CDum - .102279E+01 -.100000E+03 .100000E+03 //GO.SYSIN DD rent2b.out