** Mx startup successful **
  
!@human;  **MX-PC 1.66b** Job started on 03/05/08 at 19:15:58
 !@ready;
 !@human;
 #DEFINE NVAR 3   ! N DEPENDENT VARIABLES PER INDIVIDUAL
 
 
 The following MX script lines were read for group    1
 
 G1: SINGLETON (NON-PAIR) DATA
 DATA NINPUT_VARS=5 NGROUPS=2   ! NUMBER OF VARIABLES PER FAMILY
 RECTANGULAR FILE=SARAHDATA.TXT  ! READ RAW DATA
  Rectangular continuous data read initiated
  Note: Maximum ordinal/rectangular record length is:  1000
  Note: It be increased by maxrec= parameter on the data line.
  
  NOTE: Rectangular file contained  1000 records with data
        that contained a total of   5000 observations
  
 LABELS ID DEPRESSION ANXIETY STRESS SEX
 SELECT DEPRESSION ANXIETY STRESS ;
 BEGIN MATRICES;
  
  NOTE: Selection yields 1000 data vectors for analysis
  NOTE: Vectors contain a total of  3000 observations
  
 M FULL 1 NVAR FREE   ! MEAN
 L FULL NVAR 1 FREE  ! FACTOR LOADINGS
 R DIAG NVAR NVAR FREE ! RESIDUAL VARIANCE
 END MATRICES;
 BEGIN ALGEBRA;
 C=L*L'+R*R' ;
 END ALGEBRA;
 ! START VALUES
 START 0 M 1 1 M 1 2 M 1 3
 START .5 L 1 1 L 2 1 L 3 1
 START .5 R 1 1 R 2 2 R 3 3
 MEANS M ; ! MEANS MODEL
 COVARIANCES C ;  ! VARIANCE/COVARIANCE MODEL
 END
 
 
 The following MX script lines were read for group    2
 
 STANDARDIZE
 CALC
 BEGIN MATRICES = GROUP 1 ;
 END MATRICES ;
 BEGIN ALGEBRA;
 V = \SQRT(\D2V(C)') ;   !COMPUTE THE STANDARD DEVIATION
 S = L%V | (\D2V(R)')%V ;   !COMPUTE THE STANDARDISED FACTOR LOADINGS
 END ALGEBRA;
 END
  
  
  Summary of VL file data for group  1
  
           DEPRESSION    ANXIETY     STRESS
     Code      1.0000     2.0000     3.0000
   Number   1000.0000  1000.0000  1000.0000
     Mean     -0.0351    -0.0065     0.0174
 Variance      0.9946     0.9106     0.9787
  Minimum     -3.2516    -2.8722    -2.6573
  Maximum      3.1499     3.3609     3.7169
  
  
  PARAMETER SPECIFICATIONS
  
  GROUP NUMBER: 1
  
G1: Singleton (non-pair) data                                                                                                   
  
  MATRIX C
 This is a computed FULL matrix of order    3 by    3
  It has no free parameters specified
  
  MATRIX L
 This is a FULL matrix of order    3 by    1
    1
 1  4
 2  5
 3  6
  
  MATRIX M
 This is a FULL matrix of order    1 by    3
    1 2 3
 1  1 2 3
  
  MATRIX R
 This is a DIAGONAL matrix of order    3 by    3
    1 2 3
 1  7
 2  0 8
 3  0 0 9
  
  GROUP NUMBER: 2
  
Standardize                                                                                                                     
  
  MATRIX C
 This is a computed FULL matrix of order    3 by    3
  It has no free parameters specified
  
  MATRIX L
 This is a FULL matrix of order    3 by    1
    1
 1  4
 2  5
 3  6
  
  MATRIX M
 This is a FULL matrix of order    1 by    3
    1 2 3
 1  1 2 3
  
  MATRIX R
 This is a DIAGONAL matrix of order    3 by    3
    1 2 3
 1  7
 2  0 8
 3  0 0 9
  
  MATRIX S
 This is a computed FULL matrix of order    3 by    2
  It has no free parameters specified
  
  MATRIX V
 This is a computed FULL matrix of order    3 by    1
  It has no free parameters specified
  
  Mx starting optimization; number of parameters =  9
  
  
  MX PARAMETER ESTIMATES
  
  GROUP NUMBER: 1
  
G1: Singleton (non-pair) data                                                                                                   
  
  MATRIX C
 This is a computed FULL matrix of order    3 by    3
  [=L*L'+R*R']
          1       2       3
 1   0.9946  0.5349  0.4902
 2   0.5349  0.9106  0.3408
 3   0.4902  0.3408  0.9787
  
  MATRIX L
 This is a FULL matrix of order    3 by    1
          1
 1   0.8772
 2   0.6098
 3   0.5589
  
  MATRIX M
 This is a FULL matrix of order    1 by    3
          1       2       3
 1  -0.0351 -0.0065  0.0174
  
  MATRIX R
 This is a DIAGONAL matrix of order    3 by    3
          1       2       3
 1   0.4745
 2   0.0000  0.7340
 3   0.0000  0.0000  0.8163
  
  GROUP NUMBER: 2
  
Standardize                                                                                                                     
  
  MATRIX C
 This is a computed FULL matrix of order    3 by    3
  [=L*L'+R*R']
          1       2       3
 1   0.9946  0.5349  0.4902
 2   0.5349  0.9106  0.3408
 3   0.4902  0.3408  0.9787
  
  MATRIX L
 This is a FULL matrix of order    3 by    1
          1
 1   0.8772
 2   0.6098
 3   0.5589
  
  MATRIX M
 This is a FULL matrix of order    1 by    3
          1       2       3
 1  -0.0351 -0.0065  0.0174
  
  MATRIX R
 This is a DIAGONAL matrix of order    3 by    3
          1       2       3
 1   0.4745
 2   0.0000  0.7340
 3   0.0000  0.0000  0.8163
  
  MATRIX S
 This is a computed FULL matrix of order    3 by    2
  [=L%V|(\D2V(R)')%V]
          1       2
 1   0.8795  0.4758
 2   0.6390  0.7692
 3   0.5649  0.8251
  
  MATRIX V
 This is a computed FULL matrix of order    3 by    1
  [=\SQRT(\D2V(C)')]
          1
 1   0.9973
 2   0.9542
 3   0.9893
  
 Your model has    9 estimated parameters and   3000 Observed statistics
!@machine; GROUP_FIT
 1
"F"
 9
 1
 2
 0
 2
 10.00000000000000
 7716.709624599051
 ;
 GROUP_FIT
 2
"F"
 9
 1
 2
 0
 2
 6.000000000000000
 0.000000000000000E+00
 ;
 GLOBAL_FIT
 1
"F"
 9
 1
 25
 0
 25
 9.000000000000000
 3000.000000000000
 0.000000000000000E+00
 6.000000000000000
 7716.709624599051
 2991.000000000000
 0.000000000000000E+00
 0.000000000000000E+00
 0.000000000000000E+00
 0.000000000000000E+00
 0.000000000000000E+00
 0.000000000000000E+00
 0.000000000000000E+00
 0.000000000000000E+00
 0.000000000000000E+00
 0.000000000000000E+00
 0.000000000000000E+00
 0.000000000000000E+00
 0.000000000000000E+00
 0.000000000000000E+00
 0.000000000000000E+00
 0.000000000000000E+00
 0.000000000000000E+00
 0.000000000000000E+00
 0.000000000000000E+00
 ;
!@human;  
 -2 times log-likelihood of data >>>  7716.710
 Degrees of freedom >>>>>>>>>>>>>>>>      2991
 Akaike's Information Criterion >>>>  1734.710
 Bayesian Information Criterion >>>> -6472.193
 Sample size Adjusted BIC       >>>> -1722.402
 Deviance Information Criterion >>>> -3723.648
!@machine; SPECS
 1
"C"
 -10
 3
 3
 0
 9
 0
 0
 0
 0
 0
 0
 0
 0
 0
 ;
 VALUE
 1
"C"
 -10
 3
 3
 0
 9
 0.9946026886163962
 0.5348782973031585
 0.4902254702131165
 0.5348782973031585
 0.9105678269197632
 0.3407918005326356
 0.4902254702131165
 0.3407918005326356
 0.9786590760343130
 ;
 SPECS
 1
"L"
 9
 3
 1
 0
 3
 4
 5
 6
 ;
 VALUE
 1
"L"
 9
 3
 1
 0
 3
 0.8771641138697751
 0.6097813269439876
 0.5588754287386363
 ;
 SPECS
 1
"M"
 9
 1
 3
 0
 3
 1
 2
 3
 ;
 VALUE
 1
"M"
 9
 1
 3
 0
 3
 -3.507811900225943E-02
 -6.542487717493289E-03
 1.735153980449289E-02
 ;
 SPECS
 1
"R"
 5
 3
 3
 0
 3
 7
 8
 9
 ;
 VALUE
 1
"R"
 5
 3
 3
 0
 3
 0.4745374652811393
 0.7339853951068733
 0.8162826294773878
 ;
 SPECS
 2
"C"
 -11
 3
 3
 0
 9
 0
 0
 0
 0
 0
 0
 0
 0
 0
 ;
 VALUE
 2
"C"
 -11
 3
 3
 0
 9
 0.9946026886163962
 0.5348782973031585
 0.4902254702131165
 0.5348782973031585
 0.9105678269197632
 0.3407918005326356
 0.4902254702131165
 0.3407918005326356
 0.9786590760343130
 ;
 SPECS
 2
"L"
 9
 3
 1
 0
 3
 4
 5
 6
 ;
 VALUE
 2
"L"
 9
 3
 1
 0
 3
 0.8771641138697751
 0.6097813269439876
 0.5588754287386363
 ;
 SPECS
 2
"M"
 9
 1
 3
 0
 3
 1
 2
 3
 ;
 VALUE
 2
"M"
 9
 1
 3
 0
 3
 -3.507811900225943E-02
 -6.542487717493289E-03
 1.735153980449289E-02
 ;
 SPECS
 2
"R"
 5
 3
 3
 0
 3
 7
 8
 9
 ;
 VALUE
 2
"R"
 5
 3
 3
 0
 3
 0.4745374652811393
 0.7339853951068733
 0.8162826294773878
 ;
 SPECS
 2
"S"
 -10
 3
 2
 0
 6
 0
 0
 0
 0
 0
 0
 ;
 VALUE
 2
"S"
 -10
 3
 2
 0
 6
 0.8795409033420747
 0.4758232858406650
 0.6390251785799745
 0.7691858170434708
 0.5649360668468402
 0.8251346801435644
 ;
 SPECS
 2
"V"
 -10
 3
 1
 0
 3
 0
 0
 0
 ;
 VALUE
 2
"V"
 -10
 3
 1
 0
 3
 0.9972976930768447
 0.9542367771783705
 0.9892719929495190
 ;
!@machine; GROUP_FIT
 1
"F"
 9
 1
 2
 0
 2
 10.00000000000000
 7716.709624599051
 ;
 GROUP_FIT
 2
"F"
 9
 1
 2
 0
 2
 6.000000000000000
 0.000000000000000E+00
 ;
 GLOBAL_FIT
 1
"F"
 9
 1
 25
 0
 25
 9.000000000000000
 3000.000000000000
 0.000000000000000E+00
 6.000000000000000
 7716.709624599051
 2991.000000000000
 0.000000000000000E+00
 1734.709624599051
 0.000000000000000E+00
 0.000000000000000E+00
 -1.000000000000000
 -1.000000000000000
 -99999.00000000000
 -99999.00000000000
 -1.000000000000000
 -1.000000000000000
 -1.000000000000000
 -1.000000000000000
 -1.000000000000000
 -1.000000000000000
 -1.000000000000000
 -1.000000000000000
 -1.000000000000000
 -1.000000000000000
 -1.000000000000000
 ;
!@human;!@machine;  GROUP_TYPE
 1
 0
  ;
  TITLE
 1
"G1: Singleton (non-pair) data";
  SAMPLE
 1
 1000
 5
  ;
!@machine;  FORMULA
 1
 1
 "C"
 "L*L'+R*R'";
  FORMULA
 1
 27
 "ExpMean"
 "M";
  FORMULA
 1
 28
 "ExpCov"
 "C";
!@human;!@machine;!@human;  
!@machine; VALUE
 1
"ObsMean"
 9
 1
 3
 0
 3
 -3.507791103189094E-02
 -6.542328971484172E-03
 1.735162677091505E-02
 ;
 VALUE
 1
"ExpMean"
 9
 1
 3
 0
 3
 -3.507811900225943E-02
 -6.542487717493289E-03
 1.735153980449289E-02
 ;
  LABEL
 COLUMN
 1
 "ObsMean"
 "DEPRESSION"
 "ANXIETY"
 "STRESS"
 ;
  LABEL
 COLUMN
 1
 "ExpMean"
 "DEPRESSION"
 "ANXIETY"
 "STRESS"
 ;
!@human;  
  
  
!@machine; VALUE
 1
"ExpCov"
 9
 3
 3
 0
 9
 0.9946026886163962
 0.5348782973031585
 0.4902254702131165
 0.5348782973031585
 0.9105678269197632
 0.3407918005326356
 0.4902254702131165
 0.3407918005326356
 0.9786590760343130
 ;
!@human;  
!@machine;  OPTIONS
 1
 0
 0
 0
  ;
  GROUP_TYPE
 2
 2
  ;
  TITLE
 2
"Standardize";
  SAMPLE
 2
 1000
 5
  ;
!@machine;  FORMULA
 2
 1
 "C"
 "L*L'+R*R'";
  FORMULA
 2
 2
 "S"
 "L%V|(\D2V(R)')%V";
  FORMULA
 2
 1
 "V"
 "\SQRT(\D2V(C)')";
!@human;!@machine;  LINK 2  "C" 1  "C";
  LINK 2  "L" 1  "L";
  LINK 2  "M" 1  "M";
  LINK 2  "R" 1  "R";
!@human;!@machine;  OPTIONS
 2
 0
 0
 0
  ;
  GLOBAL_OPTIONS
 80
 0
 0.000000000000000E+00
 0.000000000000000E+00
 0.000000000000000E+00
 0
 0.000000000000000E+00
 0
 0
 1.05000000E-08
 1000
 0.899999976
 3.25999991E-12
 1.00000002E+20
 4.37000010E-15
 0
 0
 0
 0
 0
 0
 0
 -1
 -1.000000000000000
  ""
 
  ;
  !@ready;
!@human;  
 This problem used  0.7% of my workspace
  
 Task                     Time elapsed (DD:HH:MM:SS)
 Reading script & data      0: 0: 0: 0.17
 Execution                  0: 0: 0: 0.13
 TOTAL                      0: 0: 0: 0.30
  
 Total number of warnings issued: 0
 ______________________________________________________________________________
  !@ready; !@human;
  
 ______________________________________________________________________________
!@machine;