$TRAN i w f h o $c This was prepared for Class 5, Soc. 619, Fall 1993 $C Data from Clogg, Table 5 $C $UNITS 20 $DATA FREQ $READ 44 11 38 62 59 41 147 293 23 11 13 27 27 8 16 27 258 57 105 110 $CAL %r=5 $CAL %c=4 $var %r mu $var %c nu $ $calc mu=%GL(%r,1) $CAL nu=%GL(%c,1) !initital parameter estimates $ $macro RC ! $delete r_ c_ m1_ m2_ f1_ f2_ f3_ n1_ n2_ n3_ df_ beta $ $warn ! $calc %z1=%if(%gt(%w,0),%w,10) $ $calc r_=%gl(%r,%c) : c_=%gl(%c,1) : %h=0 : %d=0 $ $var 1 df_ $ $factor r_ %r c_ %c $ $calc %z=1 : %z2=%coc $ $calc f2_=%yv : n3_=0 $ $print : 'Deviance df Iteration Change' $ $while %z frc $ $delete df_ f1_ f2_ f3_ m1_ m2_ n1_ n2_ n3_ r_ c_ beta $ $warn ! $endmac ! ! $macro frc ! $warn $ $out $tran $ $calc n2_=nu(c_) $ $fit #linp+r_.n2_ $ $var %pl m1_ $ $extract %pe $calc m1_=%pe $ $calc %m=%pl-%r $ $calc mu=%gl(%r,1) : mu(mu)=m1_(mu+%m) : m2_=mu(r_) $ $fit #linp+c_.m2_ $ $calc %h=%h+1 $ $var %pl n1_ $ $extract %pe $calc n1_=%pe $ $calc nu=%gl(%c,1) : %o=%pl-%c : nu(nu)=n1_(nu+%o) $ $calc f1_=f2_ : f2_=%fv $ $calc f3_=(f2_-f1_)**2 $ $sort n3_ f3_ $calc %d=n3_(%nu) $ $calc %d=%sqrt(%d) $ $out %z2 $tran i o $ $use depr $ $calc %d=%lt(%d,0.001) $ $switch %d last $ $calc %e=%ge(%h,%z1) $ $switch %e drop $ $warn $ $endmac ! ! $macro depr ! $calc df_=(%r-2)*(%c-2) $ $print *r %dv,8,3 *i df_,7 *i %h,10 *r %d,15,3 $ $endmac ! $macro drop ! $print ;'ALGORITHM DID NOT CONVERGE IN '*i %z1,4 ' CYCLES OF ITERATIONS' ! $print ' '$ $calc %z=0 $ $endmac ! ! $macro last ! $warn $ $print ' ' ! $print 'ROW SCORES' ! $calc %x=%cu(mu)/%r : mu=mu-%x : %x=%cu(mu**2) : mu=mu/%sqrt(%x) ! $calc %y=%cu(nu)/%c : nu=nu-%y : %y=%cu(nu**2) : nu=nu/%sqrt(%y) ! $look mu ! $print ' ' ! $print 'COLUMN SCORES' ! $look nu ! $calc m2_=mu(r_) : n2_=nu(c_) : %h=0 ! $print ;'Standard errors and d.f. given below are not valid. ' $print 'Correct d.f. = ' *i df_,3$ $print ;' ' $ $calc beta=m2_*n2_ : %z=0 $fit r_+c_+beta $dis e ! $warn ! $endmac ! ! $macro linp r_+c_ $endmacro $error p $yvar freq $c Independence model $calc r_=%gl(%r,%c) : c_=%gl(%c,1) $factor r_ %r c_ %c $ $fit r_+ c_ $disp e$ $use rc $ $stop