# to unbundle, sh this file (in an empty directory) echo smnpex1.out 1>&2 sed >smnpex1.out <<'//GO.SYSIN DD smnpex1.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 .1E+00 .1E+01 .46E+00 - 2 3 .345E+02 .11E+00 .13E+00 .5E+00 G .2E+01 .1E+01 .26E+00 - 3 4 .335E+02 .30E-01 .53E-01 .3E+00 G .0E+00 .6E+00 .53E-01 - 4 5 .325E+02 .30E-01 .27E-01 .2E+00 S .0E+00 .2E+00 .27E-01 - 5 6 .323E+02 .59E-02 .69E-02 .1E+00 S .0E+00 .2E+00 .69E-02 - 6 7 .323E+02 .10E-02 .97E-03 .2E-01 S .0E+00 .3E-01 .97E-03 - 7 8 .323E+02 .11E-03 .99E-04 .8E-02 S .0E+00 .1E-01 .99E-04 - 8 9 .323E+02 .84E-05 .25E-04 .7E-02 S .0E+00 .1E-01 .25E-04 - 9 10 .323E+02 .19E-05 .27E-05 .3E-02 S .0E+00 .4E-02 .27E-05 - - ***** RELATIVE FUNCTION CONVERGENCE ***** - - FUNCTION .322698E+02 RELDX .252E-02 - FUNC. EVALS 10 GRAD. EVALS 10 - PRELDF .274E-05 NPRELDF .274E-05 - - I FINAL X(I) D(I) G(I) - - 1 -.112553E+00 .100E+01 -.124E-02 - 2 .143818E-01 .100E+01 -.111E-01 - 3 .200048E+00 .100E+01 -.785E-03 - 4 .592161E+00 .100E+01 .106E-02 - 5 .310121E+00 .100E+01 -.122E-01 - - 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 .515E-02 .147 - ROW 3 .644E-02 .113 .994E-01 - ROW 4 -.242E-02 .544E-01 .381E-01 .460E-01 - ROW 5 -.131E-01 -.104E-01 -.276E-01 .286E-01 .121 - - REGRESSION DIAGNOSTIC VECTOR NOT COMPUTED - - ASYMPTOTIC T-STATISTICS: - I X(I) T-STAT(I) STD ERROR - 1 TTIME COEF -.112553E+00 -.246423E+01 .456747E-01 - 2 DBUS DUM .143818E-01 .375494E-01 .383010E+00 - 3 DSTREETC DUM .200048E+00 .634497E+00 .315286E+00 - 4 B21 COV .592161E+00 .276175E+01 .214415E+00 - 5 B22 COV .310121E+00 .889841E+00 .348513E+00 - - NUMBER OF OBSERVATIONS (NOBS) = 50 - - LOG-LIKELIHOOD L(EST) = -.322698E+02 - LOG-LIKELIHOOD L(0) = -.549306E+02 - -2[L(0) - L(EST)]: = .453217E+02 - - 1 - L(EST)/L(0): = .412536E+00 - 1 - (L(EST)-NPAR)/L(0) = .321512E+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)]: = .302233E+02 - - - - OUTPUT FOR CONVENIENT RESTART: - TTIME - -.112553E+00 -.100000E+03 .100000E+03 - DBUS - .143818E-01 -.100000E+03 .100000E+03 - DSTREETC - .200048E+00 -.100000E+03 .100000E+03 - B21 - .592161E+00 -.100000E+03 .100000E+03 - B22 - .310121E+00 -.100000E+03 .100000E+03 //GO.SYSIN DD smnpex1.out echo smnpex1b.out 1>&2 sed >smnpex1b.out <<'//GO.SYSIN DD smnpex1b.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 .1E+00 .1E+01 .46E+00 - 2 3 .345E+02 .11E+00 .13E+00 .5E+00 G .2E+01 .1E+01 .26E+00 - 3 4 .335E+02 .30E-01 .53E-01 .3E+00 G .0E+00 .6E+00 .53E-01 - 4 5 .325E+02 .30E-01 .27E-01 .2E+00 S .0E+00 .2E+00 .27E-01 - 5 6 .323E+02 .59E-02 .68E-02 .1E+00 S .0E+00 .2E+00 .68E-02 - 6 7 .323E+02 .10E-02 .97E-03 .2E-01 S .0E+00 .3E-01 .97E-03 - 7 8 .323E+02 .10E-03 .10E-03 .9E-02 S .0E+00 .2E-01 .10E-03 - 8 9 .323E+02 .15E-04 .24E-04 .5E-02 S .0E+00 .9E-02 .24E-04 - 9 10 .323E+02 -.35E-06 .15E-05 .2E-02 S .0E+00 .3E-02 .15E-05 - - ***** RELATIVE FUNCTION CONVERGENCE ***** - - FUNCTION .322697E+02 RELDX .175E-02 - FUNC. EVALS 10 GRAD. EVALS 9 - PRELDF .147E-05 NPRELDF .147E-05 - - I FINAL X(I) D(I) G(I) - - 1 -.112841E+00 .100E+01 -.169E+00 - 2 .124978E-01 .100E+01 .739E-02 - 3 .198375E+00 .100E+01 -.135E-02 - 4 .590946E+00 .100E+01 -.574E-01 - 5 .311070E+00 .100E+01 -.998E-02 - - FINAL RESULTS: - I X(I) - 1 TTIME COEF -.112841E+00 - 2 DBUS DUM .124978E-01 - 3 DSTREETC DUM .198375E+00 - 4 B21 COV .590946E+00 - 5 B22 COV .311070E+00 - - NUMBER OF OBSERVATIONS (NOBS) = 50 - - LOG-LIKELIHOOD L(EST) = -.322697E+02 - LOG-LIKELIHOOD L(0) = -.549306E+02 - -2[L(0) - L(EST)]: = .453218E+02 - - 1 - L(EST)/L(0): = .412537E+00 - 1 - (L(EST)-NPAR)/L(0) = .321513E+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)]: = .302233E+02 - - - - OUTPUT FOR CONVENIENT RESTART: - TTIME - -.112841E+00 -.100000E+03 .100000E+03 - DBUS - .124978E-01 -.100000E+03 .100000E+03 - DSTREETC - .198375E+00 -.100000E+03 .100000E+03 - B21 - .590946E+00 -.100000E+03 .100000E+03 - B22 - .311070E+00 -.100000E+03 .100000E+03 //GO.SYSIN DD smnpex1b.out echo smnpex2.out 1>&2 sed >smnpex2.out <<'//GO.SYSIN DD smnpex2.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 .326E+02 .57E-01 .52E-01 .9E-01 G .7E+01 .4E+00 .66E-01 - 3 5 .323E+02 .94E-02 .14E-01 .1E+00 G .7E+00 .4E+00 .23E-01 - 4 6 .322E+02 .44E-02 .91E-02 .1E+00 G .4E+00 .4E+00 .14E-01 - 5 7 .321E+02 .20E-02 .27E-02 .1E+00 S .1E+00 .4E+00 .30E-02 - 6 8 .321E+02 .12E-02 .12E-02 .1E+00 S .0E+00 .4E+00 .12E-02 - 7 9 .320E+02 .12E-02 .70E-03 .8E-01 S .0E+00 .2E+00 .70E-03 - 8 10 .320E+02 .79E-03 .48E-03 .9E-01 G .0E+00 .2E+00 .48E-03 - 9 11 .320E+02 .31E-03 .39E-03 .1E+00 S .0E+00 .2E+00 .39E-03 - 10 12 .320E+02 .68E-04 .79E-04 .2E-01 S .0E+00 .3E-01 .79E-04 - 11 13 .320E+02 .59E-05 .50E-05 .6E-02 S .0E+00 .1E-01 .50E-05 - - ***** RELATIVE FUNCTION CONVERGENCE ***** - - FUNCTION .319875E+02 RELDX .596E-02 - FUNC. EVALS 13 GRAD. EVALS 12 - PRELDF .497E-05 NPRELDF .497E-05 - - I FINAL X(I) D(I) G(I) - - 1 -.233637E+00 .100E+01 -.360E-02 - 2 -.225658E+00 .100E+01 .931E-02 - 3 .121536E-02 .100E+01 -.653E-02 - 4 .367811E+00 .100E+01 -.709E-02 - 5 .607494E+00 .100E+01 .944E-03 - 6 .120730E+00 .100E+01 .183E-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 .26E-01 - - COVARIANCE = (J**T * RHO" * J)**-1 - - ROW 1 .347E-01 - ROW 2 .526E-01 .376 - ROW 3 .505E-01 .289 .263 - ROW 4 .831E-01 .400 .336 .579 - ROW 5 -.916E-01 -.700E-01 -.941E-01 -.162 .371 - ROW 6 -.238E-01 -.333E-01 -.312E-01 -.564E-01 .617E-01 - .177E-01 - - REGRESSION DIAGNOSTIC VECTOR NOT COMPUTED - - ASYMPTOTIC T-STATISTICS: - I X(I) T-STAT(I) STD ERROR - 1 TTIME COEF -.233637E+00 -.125475E+01 .186202E+00 - 2 DBUS DUM -.225658E+00 -.367971E+00 .613250E+00 - 3 DSTREETC DUM .121536E-02 .237165E-02 .512456E+00 - 4 B21 COV .367811E+00 .483344E+00 .760971E+00 - 5 B22 COV .607494E+00 .996742E+00 .609480E+00 - 6 SigT UTST .120730E+00 .906854E+00 .133131E+00 - - NUMBER OF OBSERVATIONS (NOBS) = 50 - - LOG-LIKELIHOOD L(EST) = -.319875E+02 - LOG-LIKELIHOOD L(0) = -.549306E+02 - -2[L(0) - L(EST)]: = .458862E+02 - - 1 - L(EST)/L(0): = .417674E+00 - 1 - (L(EST)-NPAR)/L(0) = .308445E+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)]: = .307877E+02 - - - - OUTPUT FOR CONVENIENT RESTART: - TTIME - -.233637E+00 -.100000E+03 .100000E+03 - DBUS - -.225658E+00 -.100000E+03 .100000E+03 - DSTREETC - .121536E-02 -.100000E+03 .100000E+03 - B21 - .367811E+00 -.100000E+03 .100000E+03 - B22 - .607494E+00 -.100000E+03 .100000E+03 - SigT - .120730E+00 .100000E-03 .100000E+03 //GO.SYSIN DD smnpex2.out echo smnpex2b.out 1>&2 sed >smnpex2b.out <<'//GO.SYSIN DD smnpex2b.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 .326E+02 .57E-01 .52E-01 .9E-01 G .7E+01 .4E+00 .66E-01 - 3 5 .323E+02 .94E-02 .14E-01 .1E+00 G .7E+00 .4E+00 .23E-01 - 4 6 .322E+02 .44E-02 .91E-02 .1E+00 G .4E+00 .4E+00 .14E-01 - 5 7 .321E+02 .19E-02 .27E-02 .1E+00 S .1E+00 .4E+00 .29E-02 - 6 8 .321E+02 .11E-02 .11E-02 .1E+00 S .0E+00 .4E+00 .11E-02 - 7 9 .320E+02 .12E-02 .67E-03 .8E-01 S .0E+00 .2E+00 .67E-03 - 8 10 .320E+02 .76E-03 .52E-03 .1E+00 G .0E+00 .2E+00 .52E-03 - 9 11 .320E+02 .42E-03 .48E-03 .1E+00 S .0E+00 .2E+00 .48E-03 - 10 12 .320E+02 .81E-04 .74E-04 .9E-02 S .0E+00 .2E-01 .74E-04 - 11 13 .320E+02 .23E-05 .91E-05 .9E-02 S .0E+00 .1E-01 .91E-05 - - ***** RELATIVE FUNCTION CONVERGENCE ***** - - FUNCTION .319876E+02 RELDX .902E-02 - FUNC. EVALS 13 GRAD. EVALS 12 - PRELDF .909E-05 NPRELDF .909E-05 - - I FINAL X(I) D(I) G(I) - - 1 -.233447E+00 .100E+01 .767E-01 - 2 -.224785E+00 .100E+01 .123E-01 - 3 .171215E-02 .100E+01 -.284E-01 - 4 .369596E+00 .100E+01 .205E-02 - 5 .608068E+00 .100E+01 .125E-01 - 6 .120652E+00 .100E+01 .661E-01 - - FINAL RESULTS: - I X(I) - 1 TTIME COEF -.233447E+00 - 2 DBUS DUM -.224785E+00 - 3 DSTREETC DUM .171215E-02 - 4 B21 COV .369596E+00 - 5 B22 COV .608068E+00 - 6 SigT UTST .120652E+00 - - NUMBER OF OBSERVATIONS (NOBS) = 50 - - LOG-LIKELIHOOD L(EST) = -.319876E+02 - LOG-LIKELIHOOD L(0) = -.549306E+02 - -2[L(0) - L(EST)]: = .458861E+02 - - 1 - L(EST)/L(0): = .417674E+00 - 1 - (L(EST)-NPAR)/L(0) = .308445E+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)]: = .307877E+02 - - - - OUTPUT FOR CONVENIENT RESTART: - TTIME - -.233447E+00 -.100000E+03 .100000E+03 - DBUS - -.224785E+00 -.100000E+03 .100000E+03 - DSTREETC - .171215E-02 -.100000E+03 .100000E+03 - B21 - .369596E+00 -.100000E+03 .100000E+03 - B22 - .608068E+00 -.100000E+03 .100000E+03 - SigT - .120652E+00 .100000E-03 .100000E+03 //GO.SYSIN DD smnpex2b.out echo srent1.out 1>&2 sed >srent1.out <<'//GO.SYSIN DD srent1.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 .86E-02 .1E+00 G .0E+00 .4E+00 .86E-02 - 2 3 .415E+03 .17E-03 .87E-03 .3E-01 G .0E+00 .1E+00 .87E-03 - 3 4 .415E+03 .35E-04 .17E-04 .2E-02 G .0E+00 .1E-01 .17E-04 - 4 5 .415E+03 -.13E-04 .16E-05 .1E-02 G .0E+00 .5E-02 .16E-05 - - ***** RELATIVE FUNCTION CONVERGENCE ***** - - FUNCTION .415069E+03 RELDX .127E-02 - FUNC. EVALS 5 GRAD. EVALS 4 - PRELDF .162E-05 NPRELDF .162E-05 - - I FINAL X(I) D(I) G(I) - - 1 -.404306E-02 .100E+01 -.125E+02 - 2 .732337E-02 .100E+01 .217E-02 - 3 -.410103E+00 .100E+01 -.891E-01 - 4 .800799E+00 .100E+01 -.101E-01 - 5 .734643E+00 .100E+01 .102E+00 - 6 -.153814E+01 .100E+01 -.153E+00 - 7 -.690819E+00 .100E+01 .113E+00 - 8 .522076E+00 .100E+01 -.130E+00 - 9 .100965E+01 .100E+01 .184E+00 - - 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 .119E-06 - ROW 2 .629E-05 .139E-01 - ROW 3 .770E-05 .746E-02 .207E-01 - ROW 4 -.496E-05 .912E-03 -.169E-02 .197E-01 - ROW 5 -.625E-05 .120E-03 -.300E-02 .108E-01 .184E-01 - ROW 6 .187E-04 -.843E-03 -.105E-02 -.482E-02 -.609E-02 - .231E-01 - ROW 7 .893E-05 .102E-02 .160E-02 -.944E-03 -.112E-02 - .645E-02 .126E-01 - ROW 8 -.185E-04 .150E-02 -.130E-02 .225E-02 .382E-02 - -.307E-02 -.224E-02 .157E-01 - ROW 9 -.121E-04 -.418E-03 .610E-04 .326E-02 .499E-03 - -.402E-02 -.130E-02 .630E-02 .937E-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 1.36 -.419623E-02 .107538E-01 -.449216 - .746156 .701973 -1.38556 - -.674800 .514925 1.04434 - 2 28 54 1.38 -.382634E-02 .723168E-01 -.396079 - .931122 .759240 -1.47708 - -.592506 .471300 1.04549 - 3 55 81 2.34 -.385073E-02 .949891E-01 -.426277 - .712319 .585146 -1.56107 - -.614284 .443285 1.05948 - 4 82 108 .763 -.405100E-02 -.424883E-01 -.436696 - .855154 .823027 -1.46205 - -.626776 .509012 .964965 - 5 109 135 .389 -.403471E-02 -.152946E-01 -.467404 - .718665 .651784 -1.50322 - -.704048 .530019 1.01721 - 6 136 162 .725 -.408811E-02 .407342E-01 -.365088 - .859776 .788900 -1.46719 - -.610074 .521843 .975489 - 7 163 189 .592 -.388656E-02 .261319E-01 -.326041 - .840804 .783141 -1.49909 - -.669586 .551541 1.03998 - 8 190 216 .207 -.399037E-02 .755204E-02 -.386460 - .752136 .665622 -1.47974 - -.693940 .485710 .985298 - 9 217 243 2.03 -.408137E-02 -.495192E-01 -.379740 - .851146 .717372 -1.70290 - -.696312 .577077 .994407 - 10 244 270 .517 -.400896E-02 -.771409E-01 -.421450 - .808178 .749354 -1.59105 - -.696039 .519338 .994920 - 11 271 297 .393 -.413026E-02 -.703875E-01 -.475711 - .826084 .769811 -1.50636 - -.695424 .568541 1.03838 - 12 298 324 .798 -.402404E-02 .690264E-01 -.336626 - .798751 .670751 -1.53125 - -.753028 .560149 .984322 - 13 325 351 .178 -.394664E-02 .177254E-01 -.419119 - .749785 .714677 -1.48342 - -.651237 .507435 .998476 - 14 352 378 22.5 -.505603E-02 .215080 -.292947 - .972436 1.07700 -2.12741 - -1.08548 .569616 1.31075 - 15 379 405 .274 -.402545E-02 .495496E-02 -.378541 - .747910 .704932 -1.49607 - -.689299 .457434 .973859 - 16 406 432 1.03 -.403836E-02 -.738488E-01 -.447706 - .878803 .830963 -1.50284 - -.689564 .447401 .939389 - 17 433 459 2.39 -.413379E-02 .959710E-01 -.264256 - .717704 .793823 -1.72213 - -.678043 .614645 .994633 - 18 460 486 .302 -.395342E-02 -.196734E-01 -.450787 - .745831 .703221 -1.49774 - -.725355 .513449 1.01505 - 19 487 513 8.09 -.428471E-02 .527988E-01 -.770413 - .886322 .774364 -1.81399 - -.754707 .662258 .985671 - 20 514 540 .424 -.425403E-02 -.168940E-01 -.369987 - .818497 .729111 -1.54562 - -.711059 .511408 1.03190 - 21 541 567 .511 -.396609E-02 -.304000E-01 -.408074 - .791827 .687352 -1.50203 - -.742298 .529089 .976537 - - ASYMPTOTIC T-STATISTICS: - I X(I) T-STAT(I) STD ERROR - 1 RENT COEF -.404306E-02 -.117071E+02 .345350E-03 - 2 LocD1 COEF .732337E-02 .620960E-01 .117936E+00 - 3 LocD2 COEF -.410103E+00 -.285219E+01 .143785E+00 - 4 ConD1 COEF .800799E+00 .570038E+01 .140482E+00 - 5 ConD2 COEF .734643E+00 .541762E+01 .135603E+00 - 6 BedD1 COEF -.153814E+01 -.101252E+02 .151912E+00 - 7 BedD2 COEF -.690819E+00 -.614890E+01 .112348E+00 - 8 Htype COEF .522076E+00 .416570E+01 .125327E+00 - 9 CDum COEF .100965E+01 .104309E+02 .967945E-01 - - NUMBER OF OBSERVATIONS (NOBS) = 567 - - LOG-LIKELIHOOD L(EST) = -.415069E+03 - LOG-LIKELIHOOD L(0) = -.622913E+03 - -2[L(0) - L(EST)]: = .415689E+03 - - 1 - L(EST)/L(0): = .333665E+00 - 1 - (L(EST)-NPAR)/L(0) = .319217E+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)]: = .301292E+03 - - - - OUTPUT FOR CONVENIENT RESTART: - RENT - -.404306E-02 -.100000E+03 .100000E+03 - LocD1 - .732337E-02 -.100000E+03 .100000E+03 - LocD2 - -.410103E+00 -.100000E+03 .100000E+03 - ConD1 - .800799E+00 -.100000E+03 .100000E+03 - ConD2 - .734643E+00 -.100000E+03 .100000E+03 - BedD1 - -.153814E+01 -.100000E+03 .100000E+03 - BedD2 - -.690819E+00 -.100000E+03 .100000E+03 - Htype - .522076E+00 -.100000E+03 .100000E+03 - CDum - .100965E+01 -.100000E+03 .100000E+03 //GO.SYSIN DD srent1.out echo srent1b.out 1>&2 sed >srent1b.out <<'//GO.SYSIN DD srent1b.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 .86E-02 .1E+00 G .0E+00 .4E+00 .86E-02 - 2 3 .415E+03 .17E-03 .87E-03 .3E-01 G .0E+00 .1E+00 .87E-03 - 3 4 .415E+03 .35E-04 .17E-04 .2E-02 G .0E+00 .1E-01 .17E-04 - 4 5 .415E+03 -.13E-04 .16E-05 .1E-02 G .0E+00 .5E-02 .16E-05 - - ***** RELATIVE FUNCTION CONVERGENCE ***** - - FUNCTION .415069E+03 RELDX .127E-02 - FUNC. EVALS 5 GRAD. EVALS 4 - PRELDF .162E-05 NPRELDF .162E-05 - - I FINAL X(I) D(I) G(I) - - 1 -.404306E-02 .100E+01 -.188E+02 - 2 .732337E-02 .100E+01 -.197E-03 - 3 -.410103E+00 .100E+01 -.823E-01 - 4 .800799E+00 .100E+01 -.182E-01 - 5 .734643E+00 .100E+01 .102E+00 - 6 -.153814E+01 .100E+01 -.155E+00 - 7 -.690819E+00 .100E+01 .123E+00 - 8 .522076E+00 .100E+01 -.137E+00 - 9 .100965E+01 .100E+01 .183E+00 - - FINAL RESULTS: - I X(I) - 1 RENT COEF -.404306E-02 - 2 LocD1 COEF .732337E-02 - 3 LocD2 COEF -.410103E+00 - 4 ConD1 COEF .800799E+00 - 5 ConD2 COEF .734643E+00 - 6 BedD1 COEF -.153814E+01 - 7 BedD2 COEF -.690819E+00 - 8 Htype COEF .522076E+00 - 9 CDum COEF .100965E+01 - - NUMBER OF OBSERVATIONS (NOBS) = 567 - - LOG-LIKELIHOOD L(EST) = -.415069E+03 - LOG-LIKELIHOOD L(0) = -.622913E+03 - -2[L(0) - L(EST)]: = .415689E+03 - - 1 - L(EST)/L(0): = .333665E+00 - 1 - (L(EST)-NPAR)/L(0) = .319217E+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)]: = .301292E+03 - - - - OUTPUT FOR CONVENIENT RESTART: - RENT - -.404306E-02 -.100000E+03 .100000E+03 - LocD1 - .732337E-02 -.100000E+03 .100000E+03 - LocD2 - -.410103E+00 -.100000E+03 .100000E+03 - ConD1 - .800799E+00 -.100000E+03 .100000E+03 - ConD2 - .734643E+00 -.100000E+03 .100000E+03 - BedD1 - -.153814E+01 -.100000E+03 .100000E+03 - BedD2 - -.690819E+00 -.100000E+03 .100000E+03 - Htype - .522076E+00 -.100000E+03 .100000E+03 - CDum - .100965E+01 -.100000E+03 .100000E+03 //GO.SYSIN DD srent1b.out echo srent2.out 1>&2 sed >srent2.out <<'//GO.SYSIN DD srent2.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 .86E-02 .1E+00 G .0E+00 .4E+00 .86E-02 - 2 3 .415E+03 .17E-03 .87E-03 .3E-01 G .0E+00 .1E+00 .87E-03 - 3 4 .415E+03 .35E-04 .17E-04 .2E-02 G .0E+00 .1E-01 .17E-04 - 4 5 .415E+03 -.13E-04 .16E-05 .1E-02 G .0E+00 .5E-02 .16E-05 - - ***** RELATIVE FUNCTION CONVERGENCE ***** - - FUNCTION .415069E+03 RELDX .127E-02 - FUNC. EVALS 5 GRAD. EVALS 4 - PRELDF .162E-05 NPRELDF .162E-05 - - I FINAL X(I) D(I) G(I) - - 1 -.404306E-02 .100E+01 -.125E+02 - 2 .732337E-02 .100E+01 .217E-02 - 3 -.410103E+00 .100E+01 -.891E-01 - 4 .800799E+00 .100E+01 -.101E-01 - 5 .734643E+00 .100E+01 .102E+00 - 6 -.153814E+01 .100E+01 -.153E+00 - 7 -.690819E+00 .100E+01 .113E+00 - 8 .522076E+00 .100E+01 -.130E+00 - 9 .100965E+01 .100E+01 .184E+00 - - 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 .119E-06 - ROW 2 .629E-05 .139E-01 - ROW 3 .770E-05 .746E-02 .207E-01 - ROW 4 -.496E-05 .912E-03 -.169E-02 .197E-01 - ROW 5 -.625E-05 .120E-03 -.300E-02 .108E-01 .184E-01 - ROW 6 .187E-04 -.843E-03 -.105E-02 -.482E-02 -.609E-02 - .231E-01 - ROW 7 .893E-05 .102E-02 .160E-02 -.944E-03 -.112E-02 - .645E-02 .126E-01 - ROW 8 -.185E-04 .150E-02 -.130E-02 .225E-02 .382E-02 - -.307E-02 -.224E-02 .157E-01 - ROW 9 -.121E-04 -.418E-03 .610E-04 .326E-02 .499E-03 - -.402E-02 -.130E-02 .630E-02 .937E-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 18.8 -.348599E-02 .200375 -.414902 - .817920 .539443 -.944800 - -.243386 .305673 1.09175 - 2 217 378 13.1 -.489388E-02 -.467130E-01 -.272621 - 1.00380 .943325 -2.20397 - -1.05524 .718091 1.23670 - 3 379 567 7.97 -.436072E-02 -.115569E-01 -.577420 - .688564 .792257 -1.82213 - -.860829 .563143 .808891 - - ASYMPTOTIC T-STATISTICS: - I X(I) T-STAT(I) STD ERROR - 1 RENT COEF -.404306E-02 -.117071E+02 .345350E-03 - 2 LocD1 COEF .732337E-02 .620960E-01 .117936E+00 - 3 LocD2 COEF -.410103E+00 -.285219E+01 .143785E+00 - 4 ConD1 COEF .800799E+00 .570038E+01 .140482E+00 - 5 ConD2 COEF .734643E+00 .541762E+01 .135603E+00 - 6 BedD1 COEF -.153814E+01 -.101252E+02 .151912E+00 - 7 BedD2 COEF -.690819E+00 -.614890E+01 .112348E+00 - 8 Htype COEF .522076E+00 .416570E+01 .125327E+00 - 9 CDum COEF .100965E+01 .104309E+02 .967945E-01 - - NUMBER OF OBSERVATIONS (NOBS) = 567 - - LOG-LIKELIHOOD L(EST) = -.415069E+03 - LOG-LIKELIHOOD L(0) = -.622913E+03 - -2[L(0) - L(EST)]: = .415689E+03 - - 1 - L(EST)/L(0): = .333665E+00 - 1 - (L(EST)-NPAR)/L(0) = .319217E+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)]: = .301292E+03 - - - - OUTPUT FOR CONVENIENT RESTART: - RENT - -.404306E-02 -.100000E+03 .100000E+03 - LocD1 - .732337E-02 -.100000E+03 .100000E+03 - LocD2 - -.410103E+00 -.100000E+03 .100000E+03 - ConD1 - .800799E+00 -.100000E+03 .100000E+03 - ConD2 - .734643E+00 -.100000E+03 .100000E+03 - BedD1 - -.153814E+01 -.100000E+03 .100000E+03 - BedD2 - -.690819E+00 -.100000E+03 .100000E+03 - Htype - .522076E+00 -.100000E+03 .100000E+03 - CDum - .100965E+01 -.100000E+03 .100000E+03 //GO.SYSIN DD srent2.out echo srent2b.out 1>&2 sed >srent2b.out <<'//GO.SYSIN DD srent2b.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 .86E-02 .1E+00 G .0E+00 .4E+00 .86E-02 - 2 3 .415E+03 .17E-03 .87E-03 .3E-01 G .0E+00 .1E+00 .87E-03 - 3 4 .415E+03 .35E-04 .17E-04 .2E-02 G .0E+00 .1E-01 .17E-04 - 4 5 .415E+03 -.13E-04 .16E-05 .1E-02 G .0E+00 .5E-02 .16E-05 - - ***** RELATIVE FUNCTION CONVERGENCE ***** - - FUNCTION .415069E+03 RELDX .127E-02 - FUNC. EVALS 5 GRAD. EVALS 4 - PRELDF .162E-05 NPRELDF .162E-05 - - I FINAL X(I) D(I) G(I) - - 1 -.404306E-02 .100E+01 -.188E+02 - 2 .732337E-02 .100E+01 -.197E-03 - 3 -.410103E+00 .100E+01 -.823E-01 - 4 .800799E+00 .100E+01 -.182E-01 - 5 .734643E+00 .100E+01 .102E+00 - 6 -.153814E+01 .100E+01 -.155E+00 - 7 -.690819E+00 .100E+01 .123E+00 - 8 .522076E+00 .100E+01 -.137E+00 - 9 .100965E+01 .100E+01 .183E+00 - - FINAL RESULTS: - I X(I) - 1 RENT COEF -.404306E-02 - 2 LocD1 COEF .732337E-02 - 3 LocD2 COEF -.410103E+00 - 4 ConD1 COEF .800799E+00 - 5 ConD2 COEF .734643E+00 - 6 BedD1 COEF -.153814E+01 - 7 BedD2 COEF -.690819E+00 - 8 Htype COEF .522076E+00 - 9 CDum COEF .100965E+01 - - NUMBER OF OBSERVATIONS (NOBS) = 567 - - LOG-LIKELIHOOD L(EST) = -.415069E+03 - LOG-LIKELIHOOD L(0) = -.622913E+03 - -2[L(0) - L(EST)]: = .415689E+03 - - 1 - L(EST)/L(0): = .333665E+00 - 1 - (L(EST)-NPAR)/L(0) = .319217E+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)]: = .301292E+03 - - - - OUTPUT FOR CONVENIENT RESTART: - RENT - -.404306E-02 -.100000E+03 .100000E+03 - LocD1 - .732337E-02 -.100000E+03 .100000E+03 - LocD2 - -.410103E+00 -.100000E+03 .100000E+03 - ConD1 - .800799E+00 -.100000E+03 .100000E+03 - ConD2 - .734643E+00 -.100000E+03 .100000E+03 - BedD1 - -.153814E+01 -.100000E+03 .100000E+03 - BedD2 - -.690819E+00 -.100000E+03 .100000E+03 - Htype - .522076E+00 -.100000E+03 .100000E+03 - CDum - .100965E+01 -.100000E+03 .100000E+03 //GO.SYSIN DD srent2b.out