TITLE: ================================================================================= This script outlines the supplement to Milojev et al. estimating the conditional probability of being in a specific class based on specific values of the covariates. This is estimated using a second-step analysis of the CPROB data output saved from the primary analysis in the file titled Moral Signatures SAVEDATA.txt. Milojev, P., Osborne, D., Greaves, L. M., Bulbulia, J., Wilson, M. S., Davies, C. L., Liu, J. H., & Sibley, C. G. (2014). Right-Wing Authoritarianism and Social Dominance Orientation predict different moral signatures. Social Justice Research, 27, 149-174. Syntax prepared by Petar Milojev ================================================================================= DATA: FILE IS Moral Signatures SAVEDATA.txt; VARIABLE: IDVARIABLE IS subnum; MISSING ARE ALL (9999); NAMES ARE MFHAT35 MFFAT35 MFINT35 MFAUT35 MFPUT35 SUBNUM GENT3 AGET3 NZDEPT3 ETHEURT3 RELIGT35 PARENTT3 PARTNRT3 EMPLOYT3 POLORIT3 SDOT3 RWAT3 ET3 AT3 CT3 NT3 OT3 HT3 CPROB1 CPROB2 CPROB3 CPROB4 C; USEVARIABLE ARE !GenT3 AgeT3 !NZDepT3 EthEurT3 !ReligT35 !ParentT3 PartnrT3 !EmployT3 PolOriT3 !SDOT3 RWAT3 !ET3 AT3 CT3 NT3 OT3 HT3 !CPROB1 !CPROB2 !CPROB3 CPROB4 !C !Wprob1 !Logit; Gen_C Age_C NZDep_C EthEur_C Relig_C Parent_C Partnr_C Employ_C PolOri_C SDO_C RWA_C E_C A_C C_C N_C O_C H_C; DEFINE: Gen_C = GenT3 - .369; Age_C = AgeT3 - 50.040; NZDep_C = NZDepT3 - 4.289; EthEur_C = EthEurT3 - .770; Relig_C = ReligT35 - .346; Parent_C = ParentT3 - .708; Partnr_C = PartnrT3 - .716; Employ_C = EmployT3 - .782; PolOri_C = PolOriT3 - 3.570; SDO_C = SDOT3 - 2.356; RWA_C = RWAT3 - 3.062; E_C = ET3 - 3.924; A_C = AT3 - 5.461; C_C = CT3 - 4.975; N_C = NT3 - 3.341; O_C = OT3 - 5.098; H_C = HT3 - 5.167; !If (CPROB1 lt .00001) Then CPROB1 = .00001; !If (CPROB1 gt .9999) Then CPROB1 = .9999; !Logit = log(CPROB1/(1-CPROB1)); !Wprob1 = 1 - CPROB1; ANALYSIS: !COVERAGE = .33; PROCESSORS = 4; ESTIMATOR = ML; MODEL: CPROB4 ON Gen_C (a) Age_C (b) NZDep_C (c) EthEur_C (d) Relig_C (e) Parent_C (f) Partnr_C (g) Employ_C(h) PolOri_C(i) SDO_C(j) RWA_C(k) E_C(l) A_C(m) C_C(n) N_C(o) O_C(p) H_C(q); [CPROB4](z); MODEL CONSTRAINTS: NEW (msdo mrwa SDOLW SDOHI RWALW RWAHI sSDOLW sSDOHI sRWALW sRWAHI SDO1 SDO2 RWA1 RWA2 mE mA mC mN mO mH Elw Ehi Alw Ahi Clw Chi Nlw Nhi Olw Ohi Hlw Hhi E1 E2 A1 A2 C1 C2 N1 N2 O1 O2 H1 H2 sElw sEhi sAlw sAhi sClw sChi sNlw sNhi sOlw sOhi sHlw sHhi); msdo = 2.356; mrwa = 3.062; SDOLW = 2.356 - .955; SDOHI = 2.356 + .955; RWALW = 3.062 - 1.144; RWAHI = 3.062 + 1.144; SDO1 = 0 - (msdo - SDOLW); SDO2 = 0 - (msdo - SDOHI); RWA1 = 0 - (mrwa - RWALW); RWA2 = 0 - (mrwa - RWAHI); sSDOLW = z + (j * SDO1); sSDOHI = z + (j * SDO2); sRWALW = z + (k * RWA1); sRWAHI = z + (k * RWA2); mE = 3.924; mA = 5.461; mC = 4.975; mN = 3.341; mO = 5.098; mH = 5.167; Elw = 3.924 - 1.192; Ehi = 3.924 + 1.192; Alw = 5.461 - .928; Ahi = 5.461 + .928; Clw = 4.975 - 1.023; Chi = 4.975 + 1.023; Nlw = 3.341 - 1.167; Nhi = 3.341 + 1.167; Olw = 5.098 - 1.095; Ohi = 5.098 + 1.095; Hlw = 5.167 - 1.191; Hhi = 5.167 + 1.191; E1 = 0 - (mE - Elw); E2 = 0 - (mE - Ehi); A1 = 0 - (mA - Alw); A2 = 0 - (mA - Ahi); C1 = 0 - (mC - Clw); C2 = 0 - (mC - Chi); N1 = 0 - (mN - Nlw); N2 = 0 - (mN - Nhi); O1 = 0 - (mO - Olw); O2 = 0 - (mO - Ohi); H1 = 0 - (mH - Hlw); H2 = 0 - (mH - Hhi); sElw = z + (l * E1); sEhi = z + (l * E2); sAlw = z + (m * A1); sAhi = z + (m * A2); sClw = z + (n * C1); sChi = z + (n * C2); sNlw = z + (o * N1); sNhi = z + (o * N2); sOlw = z + (p * O1); sOhi = z + (p * O2); sHlw = z + (q * H1); sHhi = z + (q * H2); OUTPUT: STDYX; SAMPSTAT;