EQS, A STRUCTURAL EQUATION PROGRAM MULTIVARIATE SOFTWARE, INC. COPYRIGHT BY P.M. BENTLER VERSION 6.1 (\cf1 C ) 1985 - 2005 (B83). PROGRAM CONTROL INFORMATION 1 /TITLE 2 SOCIAL RELATIONS MODEL - anxious attachment security 3 /SPECIFICATIONS 4 CAS = 208; 5 VAR = 12; MA = RAW; ME = ML; 6 DATA = '\cf1 C :\\dyad book\\checks\\data analysis\\4p_anx.ess'; 7 /LABELS 8 V1 = MF; V2 = MT; V3 = MS; V4 = FM; V5 = FT; V6 = FS; V7 = TM; 9 V8 = TF; V9 = TS; V10 = SM; V11 = SF; V12 = ST; 10 F1=FAMILY; F2=M_ACT; F3=F_ACT; F4=T_ACT; F5=S_ACT; F6=F_PART; 11 F7=T_PART; F8=S_PART; F9=M_PART; 12 /EQUATIONS 13 V1 = F1 + F2 + F6 + E1; 14 V2 = F1 + F2 + F7 + E2; 15 V3 = F1 + F2 + F8 + E3; 16 V4 = F1 + F3 + F9 + E4; 17 V5 = F1 + F3 + F7 + E5; 18 V6 = F1 + F3 + F8 + E6; 19 V7 = F1 + F4 + F9 + E7; 20 V8 = F1 + F4 + F6 + E8; 21 V9 = F1 + F4 + F8 + E9; 22 V10 = F1 + F5 + F9 + E10; 23 V11 = F1 + F5 + F6 + E11; 24 V12 = F1 + F5 + F7 + E12; 25 /VARIANCES 26 E1 TO E12 = *; 27 F1 to f9=*; 28 /COVARIANCES 29 F2,F9=*; F3,F6=*; F4,F7=*; F5,F8=*; 30 !F2,F3=*; F6,F9=*; F4,F5=*; F7,F8=*; 31 E1,E4=*; E2,E7=*; E3,E10=*; E5,E8=*; 32 E6,E11=*; E9,E12=*; 33 !/lmtest; 34 !set=pee, pff; 35 /wtest 36 /END 36 RECORDS OF INPUT MODEL FILE WERE READ DATA IS READ FROM \cf1 C :\\dyad book\\checks\\data analysis\\4p_anx.ess THERE ARE 12 VARIABLES AND 208 CASES IT IS A RAW DATA ESS FILE 26-Feb-06 PAGE : 2 EQS Licensee: TITLE: SOCIAL RELATIONS MODEL - anxious attachment security SAMPLE STATISTICS BASED ON COMPLETE CASES UNIVARIATE STATISTICS --------------------- VARIABLE MF MT MS FM FT MEAN 1.8290 1.7456 1.8486 1.8882 1.8964 SKEWNESS (G1) 1.1102 1.0013 .9928 1.1502 .6519 KURTOSIS (G2) .4244 .4991 .6392 .8475 -.1653 STANDARD DEV. .8825 .7142 .7770 .9086 .6959 VARIABLE FS TM TF TS SM MEAN 2.0007 1.4771 1.7393 1.8756 1.7295 SKEWNESS (G1) .5300 1.6736 1.2240 .8434 1.1541 KURTOSIS (G2) -.4682 2.5520 1.2544 -.1304 .9760 STANDARD DEV. .7390 .6238 .7372 .7460 .7312 VARIABLE SF ST MEAN 1.9567 2.0710 SKEWNESS (G1) .8997 .4695 KURTOSIS (G2) .3042 -.3166 STANDARD DEV. .8308 .7689 MULTIVARIATE KURTOSIS --------------------- MARDIA'S COEFFICIENT (G2,P) = 35.4407 NORMALIZED ESTIMATE = 13.9423 ELLIPTICAL THEORY KURTOSIS ESTIMATES ------------------------------------ MARDIA-BASED KAPPA = .2110 MEAN SCALED UNIVARIATE KURTOSIS = .1782 MARDIA-BASED KAPPA IS USED IN COMPUTATION. KAPPA= .2110 CASE NUMBERS WITH LARGEST CONTRIBUTION TO NORMALIZED MULTIVARIATE KURTOSIS: --------------------------------------------------------------------------- CASE NUMBER 43 126 145 150 177 ESTIMATE 375.1733 381.1883 554.9353 415.8431 436.4821 26-Feb-06 PAGE : 3 EQS Licensee: TITLE: SOCIAL RELATIONS MODEL - anxious attachment security COVARIANCE MATRIX TO BE ANALYZED: 12 VARIABLES (SELECTED FROM 12 VARIABLES) BASED ON 208 CASES. MF MT MS FM FT V 1 V 2 V 3 V 4 V 5 MF V 1 .779 MT V 2 .225 .510 MS V 3 .210 .192 .604 FM V 4 .257 .051 .057 .825 FT V 5 .046 .121 .036 .201 .484 FS V 6 .032 .021 .142 .188 .260 TM V 7 .141 .169 .037 .079 .076 TF V 8 .198 .134 .063 .057 .137 TS V 9 .125 .127 .078 .036 .079 SM V 10 .131 .072 .138 .070 .001 SF V 11 .105 .046 .132 .035 .014 ST V 12 .035 .087 .042 .027 .006 FS TM TF TS SM V 6 V 7 V 8 V 9 V 10 FS V 6 .546 TM V 7 .013 .389 TF V 8 .048 .256 .543 TS V 9 .108 .250 .302 .557 SM V 10 .081 .075 .035 .121 .535 SF V 11 .162 .053 .100 .173 .319 ST V 12 .033 .066 .084 .167 .223 SF ST V 11 V 12 SF V 11 .690 ST V 12 .225 .591 BENTLER-WEEKS STRUCTURAL REPRESENTATION: NUMBER OF DEPENDENT VARIABLES = 12 DEPENDENT V'S : 1 2 3 4 5 6 7 8 9 10 DEPENDENT V'S : 11 12 NUMBER OF INDEPENDENT VARIABLES = 21 INDEPENDENT F'S : 1 2 3 4 5 6 7 8 9 INDEPENDENT E'S : 1 2 3 4 5 6 7 8 9 10 INDEPENDENT E'S : 11 12 NUMBER OF FREE PARAMETERS = 31 NUMBER OF FIXED NONZERO PARAMETERS = 48 *** WARNING MESSAGES ABOVE, IF ANY, REFER TO INDEPENDENCE MODEL. CALCULATIONS FOR USER'S MODEL NOW BEGIN. 3RD STAGE OF COMPUTATION REQUIRED 31020 WORDS OF MEMORY. PROGRAM ALLOCATED 2000000 WORDS DETERMINANT OF INPUT MATRIX IS .61434D-04 PARAMETER ESTIMATES APPEAR IN ORDER, NO SPECIAL PROBLEMS WERE ENCOUNTERED DURING OPTIMIZATION. RESIDUAL COVARIANCE MATRIX (S-SIGMA) : MF MT MS FM FT V 1 V 2 V 3 V 4 V 5 MF V 1 .030 MT V 2 .023 .021 MS V 3 .007 -.011 -.015 FM V 4 -.011 -.022 -.015 -.090 FT V 5 .004 .018 -.003 -.055 -.006 FS V 6 -.010 -.018 .024 -.068 .003 TM V 7 .069 .011 -.036 -.004 -.023 TF V 8 .103 .035 .024 .015 -.005 TS V 9 .086 .029 -.040 -.003 -.019 SM V 10 .058 -.001 -.007 -.014 -.038 SF V 11 .011 .007 .020 -.007 -.028 ST V 12 -.004 -.016 -.070 -.012 -.097 FS TM TF TS SM V 6 V 7 V 8 V 9 V 10 FS V 6 .006 TM V 7 -.026 -.016 TF V 8 .006 .003 .030 TS V 9 -.010 -.004 .048 .018 SM V 10 -.031 -.008 -.004 .009 .015 SF V 11 -.003 .014 .006 .061 .049 ST V 12 -.079 -.032 -.014 -.019 -.048 SF ST V 11 V 12 SF V 11 .028 ST V 12 -.045 -.099 AVERAGE ABSOLUTE COVARIANCE RESIDUALS = .0266 AVERAGE OFF-DIAGONAL ABSOLUTE COVARIANCE RESIDUALS = .0258 STANDARDIZED RESIDUAL MATRIX: MF MT MS FM FT V 1 V 2 V 3 V 4 V 5 MF V 1 .038 MT V 2 .036 .041 MS V 3 .011 -.020 -.026 FM V 4 -.013 -.033 -.022 -.110 FT V 5 .007 .035 -.005 -.087 -.012 FS V 6 -.016 -.034 .041 -.101 .007 TM V 7 .125 .025 -.074 -.008 -.052 TF V 8 .159 .067 .042 .022 -.010 TS V 9 .130 .055 -.069 -.004 -.037 SM V 10 .090 -.001 -.012 -.020 -.075 SF V 11 .015 .012 .030 -.009 -.048 ST V 12 -.006 -.030 -.118 -.017 -.181 FS TM TF TS SM V 6 V 7 V 8 V 9 V 10 FS V 6 .010 TM V 7 -.056 -.042 TF V 8 .010 .006 .055 TS V 9 -.018 -.008 .088 .033 SM V 10 -.058 -.018 -.007 .017 .029 SF V 11 -.006 .026 .009 .099 .080 ST V 12 -.139 -.067 -.025 -.033 -.086 SF ST V 11 V 12 SF V 11 .041 ST V 12 -.071 -.168 AVERAGE ABSOLUTE STANDARDIZED RESIDUALS = .0454 AVERAGE OFF-DIAGONAL ABSOLUTE STANDARDIZED RESIDUALS = .0445 26-Feb-06 PAGE : 4 EQS Licensee: TITLE: SOCIAL RELATIONS MODEL - anxious attachment security MAXIMUM LIKELIHOOD SOLUTION (NORMAL DISTRIBUTION THEORY) LARGEST STANDARDIZED RESIDUALS: NO. PARAMETER ESTIMATE NO. PARAMETER ESTIMATE --- --------- -------- --- --------- -------- 1 V12, V5 -.181 11 V10, V1 .090 2 V12, V12 -.168 12 V9, V8 .088 3 V8, V1 .159 13 V5, V4 -.087 4 V12, V6 -.139 14 V12, V10 -.086 5 V9, V1 .130 15 V11, V10 .080 6 V7, V1 .125 16 V10, V5 -.075 7 V12, V3 -.118 17 V7, V3 -.074 8 V4, V4 -.110 18 V12, V11 -.071 9 V6, V4 -.101 19 V9, V3 -.069 10 V11, V9 .099 20 V8, V2 .067 DISTRIBUTION OF STANDARDIZED RESIDUALS ---------------------------------------- ! ! 40- * - ! * ! ! * ! ! * ! ! * ! RANGE FREQ PERCENT 30- * * - ! * * ! 1 -0.5 - -- 0 .00% ! * * ! 2 -0.4 - -0.5 0 .00% ! * * ! 3 -0.3 - -0.4 0 .00% ! * * ! 4 -0.2 - -0.3 0 .00% 20- * * - 5 -0.1 - -0.2 6 7.69% ! * * ! 6 0.0 - -0.1 39 50.00% ! * * ! 7 0.1 - 0.0 30 38.46% ! * * ! 8 0.2 - 0.1 3 3.85% ! * * ! 9 0.3 - 0.2 0 .00% 10- * * - A 0.4 - 0.3 0 .00% ! * * ! B 0.5 - 0.4 0 .00% ! * * * ! C ++ - 0.5 0 .00% ! * * * * ! ------------------------------- ! * * * * ! TOTAL 78 100.00% ---------------------------------------- 1 2 3 4 5 6 7 8 9 A B \cf1 C EACH "*" REPRESENTS 2 RESIDUALS 26-Feb-06 PAGE : 5 EQS Licensee: TITLE: SOCIAL RELATIONS MODEL - anxious attachment security MAXIMUM LIKELIHOOD SOLUTION (NORMAL DISTRIBUTION THEORY) GOODNESS OF FIT SUMMARY FOR METHOD = ML INDEPENDENCE MODEL CHI-SQUARE = 638.777 ON 66 DEGREES OF FREEDOM INDEPENDENCE AIC = 506.77677 INDEPENDENCE CAIC = 220.49926 MODEL AIC = -48.90551 MODEL CAIC = -252.76980 CHI-SQUARE = 45.094 BASED ON 47 DEGREES OF FREEDOM PROBABILITY VALUE FOR THE CHI-SQUARE STATISTIC IS .55179 THE NORMAL THEORY RLS CHI-SQUARE FOR THIS ML SOLUTION IS 44.429. FIT INDICES ----------- BENTLER-BONETT NORMED FIT INDEX = .929 BENTLER-BONETT NON-NORMED FIT INDEX = 1.005 COMPARATIVE FIT INDEX (CFI) = 1.000 RELIABILITY COEFFICIENTS ------------------------ CRONBACH'S ALPHA = .739 COEFFICIENT ALPHA FOR AN OPTIMAL SHORT SCALE = .781 BASED ON THE FOLLOWING 3 VARIABLES TM TF TS RELIABILITY COEFFICIENT RHO = .817 GREATEST LOWER BOUND RELIABILITY = .881 GLB RELIABILITY FOR AN OPTIMAL SHORT SCALE = .881 BASED ON ALL VARIABLES BENTLER'S DIMENSION-FREE LOWER BOUND RELIABILITY = .881 SHAPIRO'S LOWER BOUND RELIABILITY FOR A WEIGHTED COMPOSITE = .901 WEIGHTS THAT ACHIEVE SHAPIRO'S LOWER BOUND: MF MT MS FM FT FS .285 .326 .221 .208 .318 .263 TM TF TS SM SF ST .342 .401 .341 .248 .244 .186 ITERATIVE SUMMARY PARAMETER ITERATION ABS CHANGE ALPHA FUNCTION 1 .267053 1.00000 .24924 2 .011109 1.00000 .21860 3 .001809 1.00000 .21787 4 .000342 1.00000 .21785 26-Feb-06 PAGE : 6 EQS Licensee: TITLE: SOCIAL RELATIONS MODEL - anxious attachment security MAXIMUM LIKELIHOOD SOLUTION (NORMAL DISTRIBUTION THEORY) MEASUREMENT EQUATIONS WITH STANDARD ERRORS AND TEST STATISTICS STATISTICS SIGNIFICANT AT THE 5% LEVEL ARE MARKED WITH @. MF =V1 = 1.000 F1 +1.000 F2 +1.000 F6 +1.000 E1 MT =V2 = 1.000 F1 +1.000 F2 +1.000 F7 +1.000 E2 MS =V3 = 1.000 F1 +1.000 F2 +1.000 F8 +1.000 E3 FM =V4 = 1.000 F1 +1.000 F3 +1.000 F9 +1.000 E4 FT =V5 = 1.000 F1 +1.000 F3 +1.000 F7 +1.000 E5 FS =V6 = 1.000 F1 +1.000 F3 +1.000 F8 +1.000 E6 TM =V7 = 1.000 F1 +1.000 F4 +1.000 F9 +1.000 E7 TF =V8 = 1.000 F1 +1.000 F4 +1.000 F6 +1.000 E8 TS =V9 = 1.000 F1 +1.000 F4 +1.000 F8 +1.000 E9 SM =V10 = 1.000 F1 +1.000 F5 +1.000 F9 +1.000 E10 SF =V11 = 1.000 F1 +1.000 F5 +1.000 F6 +1.000 E11 ST =V12 = 1.000 F1 +1.000 F5 +1.000 F7 +1.000 E12 26-Feb-06 PAGE : 7 EQS Licensee: TITLE: SOCIAL RELATIONS MODEL - anxious attachment security MAXIMUM LIKELIHOOD SOLUTION (NORMAL DISTRIBUTION THEORY) VARIANCES OF INDEPENDENT VARIABLES ---------------------------------- STATISTICS SIGNIFICANT AT THE 5% LEVEL ARE MARKED WITH @. V F --- --- I F1 -FAMILY .039*I I .018 I I 2.203@I I I I F2 -M_ACT .163*I I .032 I I 5.099@I I I I F3 -F_ACT .217*I I .034 I I 6.332@I I I I F4 -T_ACT .215*I I .031 I I 6.836@I I I I F5 -S_ACT .232*I I .037 I I 6.246@I I I I F6 -F_PART .056*I I .021 I I 2.636@I I I I F7 -T_PART .064*I I .020 I I 3.177@I I I I F8 -S_PART .079*I I .021 I I 3.788@I I I I F9 -M_PART .044*I I .017 I I 2.539@I I I 26-Feb-06 PAGE : 8 EQS Licensee: TITLE: SOCIAL RELATIONS MODEL - anxious attachment security MAXIMUM LIKELIHOOD SOLUTION (NORMAL DISTRIBUTION THEORY) VARIANCES OF INDEPENDENT VARIABLES ---------------------------------- STATISTICS SIGNIFICANT AT THE 5% LEVEL ARE MARKED WITH @. E D --- --- E1 - MF .491*I I .062 I I 7.867@I I I I E2 - MT .223*I I .038 I I 5.801@I I I I E3 - MS .338*I I .048 I I 7.030@I I I I E4 - FM .616*I I .072 I I 8.568@I I I I E5 - FT .170*I I .033 I I 5.070@I I I I E6 - FS .205*I I .036 I I 5.706@I I I I E7 - TM .107*I I .026 I I 4.132@I I I I E8 - TF .204*I I .034 I I 5.944@I I I I E9 - TS .205*I I .034 I I 6.028@I I I I E10 - SM .204*I I .037 I I 5.568@I I I I E11 - SF .336*I I .048 I I 6.961@I I I I E12 - ST .356*I I .050 I I 7.093@I I I I 26-Feb-06 PAGE : 9 EQS Licensee: TITLE: SOCIAL RELATIONS MODEL - anxious attachment security MAXIMUM LIKELIHOOD SOLUTION (NORMAL DISTRIBUTION THEORY) COVARIANCES AMONG INDEPENDENT VARIABLES --------------------------------------- STATISTICS SIGNIFICANT AT THE 5% LEVEL ARE MARKED WITH @. V F --- --- I F9 -M_PART .034*I I F2 -M_ACT .017 I I 1.957 I I I I F6 -F_PART .003*I I F3 -F_ACT .019 I I .155 I I I I F7 -T_PART .059*I I F4 -T_ACT .019 I I 3.133@I I I I F8 -S_PART .073*I I F5 -S_ACT .021 I I 3.520@I I I 26-Feb-06 PAGE : 10 EQS Licensee: TITLE: SOCIAL RELATIONS MODEL - anxious attachment security MAXIMUM LIKELIHOOD SOLUTION (NORMAL DISTRIBUTION THEORY) COVARIANCES AMONG INDEPENDENT VARIABLES --------------------------------------- STATISTICS SIGNIFICANT AT THE 5% LEVEL ARE MARKED WITH @. E D --- --- E4 - FM .192*I I E1 - MF .050 I I 3.857@I I I I E7 - TM .025*I I E2 - MT .023 I I 1.118 I I I I E10 - SM -.001*I I E3 - MS .030 I I -.041 I I I I E8 - TF .041*I I E5 - FT .024 I I 1.706 I I I I E11 - SF .051*I I E6 - FS .030 I I 1.700 I I I I E12 - ST .014*I I E9 - TS .029 I I .490 I I I I 26-Feb-06 PAGE : 11 EQS Licensee: TITLE: SOCIAL RELATIONS MODEL - anxious attachment security MAXIMUM LIKELIHOOD SOLUTION (NORMAL DISTRIBUTION THEORY) STANDARDIZED SOLUTION: R-SQUARED MF =V1 = .228 F1 + .467 F2 + .272 F6 + .810 E1 .344 MT =V2 = .282 F1 + .578 F2 + .362 F7 + .675 E2 .545 MS =V3 = .251 F1 + .514 F2 + .357 F8 + .739 E3 .454 FM =V4 = .206 F1 + .487 F3 + .220 F9 + .820 E4 .328 FT =V5 = .282 F1 + .666 F3 + .362 F7 + .588 E5 .654 FS =V6 = .268 F1 + .634 F3 + .382 F8 + .616 E6 .620 TM =V7 = .310 F1 + .728 F4 + .330 F9 + .515 E7 .735 TF =V8 = .275 F1 + .647 F4 + .329 F6 + .630 E8 .603 TS =V9 = .269 F1 + .632 F4 + .383 F8 + .618 E9 .618 SM =V10 = .274 F1 + .668 F5 + .292 F9 + .627 E10 .606 SF =V11 = .242 F1 + .592 F5 + .290 F6 + .712 E11 .493 ST =V12 = .237 F1 + .579 F5 + .305 F7 + .718 E12 .485 26-Feb-06 PAGE : 12 EQS Licensee: TITLE: SOCIAL RELATIONS MODEL - anxious attachment security MAXIMUM LIKELIHOOD SOLUTION (NORMAL DISTRIBUTION THEORY) CORRELATIONS AMONG INDEPENDENT VARIABLES --------------------------------------- V F --- --- I F9 -M_PART .400*I I F2 -M_ACT I I I I F6 -F_PART .027*I I F3 -F_ACT I I I I F7 -T_PART .507*I I F4 -T_ACT I I I I F8 -S_PART .541*I I F5 -S_ACT I I I 26-Feb-06 PAGE : 13 EQS Licensee: TITLE: SOCIAL RELATIONS MODEL - anxious attachment security MAXIMUM LIKELIHOOD SOLUTION (NORMAL DISTRIBUTION THEORY) CORRELATIONS AMONG INDEPENDENT VARIABLES --------------------------------------- E D --- --- E4 - FM .349*I I E1 - MF I I I I E7 - TM .163*I I E2 - MT I I I I E10 - SM -.005*I I E3 - MS I I I I E8 - TF .220*I I E5 - FT I I I I E11 - SF .193*I I E6 - FS I I I I E12 - ST .053*I I E9 - TS I I I I ------------------------------------------------------------------------------- E N D O F M E T H O D ------------------------------------------------------------------------------- 26-Feb-06 PAGE : 14 EQS Licensee: TITLE: SOCIAL RELATIONS MODEL - anxious attachment security MAXIMUM LIKELIHOOD SOLUTION (NORMAL DISTRIBUTION THEORY) WALD TEST (FOR DROPPING PARAMETERS) MULTIVARIATE WALD TEST BY SIMULTANEOUS PROCESS CUMULATIVE MULTIVARIATE STATISTICS UNIVARIATE INCREMENT ---------------------------------- -------------------- STEP PARAMETER CHI-SQUARE D.F. PROBABILITY CHI-SQUARE PROBABILITY ---- ----------- ---------- ---- ----------- ---------- ----------- 1 E10,E3 .002 1 .967 .002 .967 2 F6,F3 .026 2 .987 .024 .877 3 E12,E9 .275 3 .965 .250 .617 4 E7,E2 1.518 4 .823 1.242 .265 5 E11,E6 4.683 5 .456 3.165 .075 1 Execution begins at 09:32:01 Execution ends at 09:32:02 Elapsed time = 1.00 seconds }