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%
%$BI=Bj(B   2 $B<!85Hs@ENO3X%b%G%k(B -- $BIUO?(B C $BJQ?t%j%9%H(B
%
%$BMzNr(B   2003-07-25 $B9b66(B $B$3$&;R(B   $B?75,:n@.(B
%       2003-09-03 $B9b66(B $B$3$&;R(B   $B9|;R40@.(B
%       2003-09-08 $B9b66(B $B$3$&;R(B   $B;29MJ88%DI2C(B
%       2003-09-09 $B9b66(B $B$3$&;R(B   Appendix $BDI2C(B
%       2003-11-17 $B9b66(B $B$3$&;R(B   $B=$@5(B
%       2003-11-22 $B9b66(B $B$3$&;R(B   $B1?F0%(%M%k%.!<$N<0=$@5(B
%       2004-07-25 $B>.9b@5;L(B      2 $B<!854%AgBg5$HG$X:F9=@.(B
%
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\chapter{$BJQ?t%j%9%H(B}

  \begin{tabular}[tb]{lll}
    $C_{\varepsilon}$ & : & $BMpN.3H;678?t$N$?$a$NDj?t(B \\
    $C_{m}$        & : & $BMpN.3H;678?t$N$?$a$NDj?t(B \\
    $c$            & : & $B2;GH(B \\
    $\bar{c}$      & : & $B4pK\>l$N2;GH(B \\
    $c_{p}$        & : & $BDj05HfG.(B \\
    $c_{v}$        & : & $BDj@QHfG.(B \\
    $D_{u_{i}}$    & : & $x_{i}$ $B@.J,$N1?F0J}Dx<0$K$*$1$k(B
                         $B%5%V%0%j%C%I%9%1!<%k$NMpN.3H;69`(B \\  
    $D_{\theta}$   & : & $BG.NO3X$N<0$K$*$1$k%5%V%0%j%C%I%9%1!<%k$N(B
                         $BMpN.3H;69`(B \\
    $E$            & : & $B%5%V%0%j%C%I%9%1!<%k$N1?F0%(%M%k%.!<(B \\
    $f$            & : & $B%3%j%*%j%Q%i%a!<%?(B \\
    $g$            & : & $B=ENO2CB.EY(B \\
    $K_{h}$        & : & $BG.$KBP$9$kMpN.3H;678?t(B \\
    $K_{m}$        & : & $B1?F0NL$KBP$9$kMpN.3H;678?t(B\\
    $l$            & : & $B:.9g5wN%(B \\
    $p$            & : & $B05NO(B \\
    $\overline{p}$ & : & $B4pK\>l$N05NO(B \\
    $p_{0}$        & : & $BCOI=LL$G$N4p=`05NO(B \\
    $\Pi$          & : & $B%(%/%9%J!<4X?t(B \\ 
    $\overline{\Pi}$ & : & $B4pK\>l$N%(%/%9%J!<4X?t(B \\ 
    $\pi$          & : & $B%(%/%9%J!<4X?t$NJP:9(B \\ 
    $R_{d}$        & : & $B4%Ag6u5$$N5$BNDj?t(B \\
    $\overline{\rho}$ & : & $B4pK\>l$NL)EY(B \\
    $\rho_{0}$     & : & $BCOI=LL$G$NL)EY(B \\
    $t$            & : & $B;~4V:BI8(B \\
    $\overline{T}$ & : & $B4pK\>l$N29EY(B \\
    $\overline{\theta}$ & : & $B4pK\>l$N290L(B \\
    $\theta$       & : & $B290LJP:9(B \\
    $u_{i}$        & : & $BB.EY(B, $i = 1, 3$
                          $(u_{1}, u_{3}) = (u, w)$ \\
    $x_{i}$        & : & $B6u4V(Bz$B:BI8(B, $i = 1, 3$
                          $(x_{1}, x_{3}) = (x, z)$ \\
  \end{tabular}


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%\subsection{}


