title: Data from page 166 in EQS program. Input based on Appendix 6.3 page 166, but is only for group 4 (the true longitudinal group). Figure 6.1 page 77, group 4 only. Output. Table 6.4 (cohort sequential), page 81. NOTE. Correlation is standardized value of int with slope. Also Table 6.5 (cohort sequetial), computed based on intercept and slope values, e.g. ***** NOT DONE YET *** age 12: .310 + 0*.384 = .31 age 13: .310 + 1*.384 = .694 age 14: .310 + 2*.384 = 1.078 age 15: .310 + 3*.384 = 1.462 age 16: .310 + 4*.384 = 1.846 Streamlined specification data: file = ch6cs.dat; format = free; type = means covariance; ngroups = 3; nobservations = 248 250 231; variable: names = y1 y2 y3; usevar = y1-y3; analysis: type = general mgroup meanstructure; iterations = 100; model: ! this is the overall model int by y1@1 y2@1 y3@1; ! Note 1 slp by y1@0 y2@1 y3@1; ! overidden for each group [y1-y3@0]; ! Note 1 [int] (mint); ! Note 1, also see Note 2 [slp] (mslp); ! Note 1, also see Note 2 int with slp (intslp); ! Note 1 int (vint); ! Note 1 slp (vslp); ! Note 1 y1 (e14); ! overidden for each group y2 (e15); ! overidden for each group y3 (e16); ! overidden for each group model g1: ! this is the model for group 1 slp by y1@0 ; ! age 12 @ 0 slp by y2@1 ; ! age 13 @ 1 slp by y3 (age14); ! age 14 free, but constrained [int] (mint); ! Note 2 [slp] (mslp); ! Note 2 y1 (e12); y2 (e13); y3 (e14); model g2: ! this is the model for group 2 slp by y1@1; ! age 13 @ 1 slp by y2 (age14); ! age 14 free but constrained slp by y3 (age15); ! age 15 free but constrained y1 (e13); y2 (e14); y3 (e15); model g3: ! this is the model for group 3 slp by y1 (age14); ! age 14 free but constrained slp by y2 (age15); ! age 15 free but constrained slp by y3 (age16); ! age 16 free but constrained y1 (e14); y2 (e15); y3 (e16); output: standardized tech1; ! Note 1 ! Note that these constraints are given just in ! the overall model, but are implied across ! all groups (except see Note 2). ! Note 2 ! Be default, Mplus holds the means of these factors to be 0 ! for the first group. To override this, we include these ! factor means for group 1.