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\renewcommand{\labelenumi}{d-\roman{enumi})}
\begin{enumerate}
\item {\bf $BE,9gEY$NI>2A(B:} $BK\9F$G$O!$%b%G%k$NE,9gEY$NI>2AJ}K!$H$7$F!$%+%$(B
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$B;XI8$K4X$7$F#1:}$NK\$,=PHG$5$l$F$$$^$9(B[Bollen-Long 1993]$B!%(B

\item {\bf $BF1CM%b%G%k(B:} $BAj4X78?t$O#2$D$NJQNL$K4X$7$FBP>N$G$9$+$i!$Aj4X78(B
$B?t$@$1$+$i0x2L$NJ}8~$r7hDj$9$k$3$H$O$G$-$^$;$s!%$3$N;vZ$5$l$k(B
$B$N$+!$$H$$$&5?Ld$,$$$D$bLd$$3]$1$i$l$^$9!%(BBollen (1989, page 72)$B$O!V6&J,(B
$B;69=B$J,@O$,$G$-$k$3$H$O%b%G%k$r4~5Q$9$k$3$H$@$1$G$"$k!W$H8@$C$F$$$^$9!%(B
$B$^$?!$!V6&J,;69=B$J,@O$,(B causal modeling $B$H8F$P$l$k$3$H$OIT9,$J$3$H$G$"$k!%(B
$B$3$NJ,@OK!$,0x2L$N%a%+%K%:%`$rN)>Z$9$k$3$H$O$G$-$J$$$N$G$"$k!%!W(B(Bagozzi-
Haumgartner 1994, page 417) $B$H$$$&0U8+$b$"$j$^$9!%6&J,;69=B$J,@O$O4pK\E*(B
$B$KHs$^$7$$$h$&(B
$B$K;W$($^$9!%2$J8;o(B Journal of Educational Statistics (1987, Number 2) $B$G!$(B
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$B$l$F$$$^$9!%0lFI$N2ACM$,$"$j$^$9!%(B
\end{enumerate}
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 $B

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