\begin{table}%T1
\par
\caption{\label{edmund}Permitted values of the parameters for reproducing the MZ~relation. }
%\centering
{{
\begin{tabular}{cccccc}
  \hline \hline
\noalign{\smallskip}
 Our Models &$\Lambda$&$\lambda$ & $\beta$&$y_0$   \\
\hline
\par
Only outflow& / &  $  0.67\leq \lambda\leq5.55    $ &/&0.01\\ 
Only infall & see Fig. 6  &  $  /  $ &/&0.01\\ 
Outflow + infall (varying both  $\Lambda$ and $ \lambda$) & $  0.10 \leq \Lambda \leq2.51$ & $  0.11 \leq \lambda \leq 5.40$ &/&0.01\\ 
Outflow + infall (fixed $\Lambda$  and  varying$ \lambda$) & $  0 < \Lambda \leq 0.70$ &   if $\Lambda=0.70$; $0.16 \leq \lambda \leq 0.47$  &/&0.01\\
& &    if $\Lambda=0.01$; $0.66 \leq \lambda \leq 5.54$      & /&0.01\\ 
 Enriched Outflow + infall with $\Lambda<\lambda$ ( fixed $\Lambda=0.1$) & 0.1   & $0.10<\lambda \leq 0.60$ &  if $\lambda = 0.60 $; $1.0\leq \beta \leq 5.0  $ &0.01\\
& &  &  if $\lambda=0.11$; ~ $3.3 \leq \beta \leq 24.4$      &0.01\\ 
 Enriched Outflow + infall with $\Lambda>\lambda$ ( fixed $\Lambda=0.30$ and $\lambda=0.10$ ) & 0.3   & 0.1 &  $  2.5 \leq \beta \leq 25.4  $ &0.01\\ 
 Enriched Outflow + infall with $\Lambda>\lambda$ ( fixed $\Lambda=0.6$ and $\lambda=0.2$ ) & 0.6   & 0.2 &  $  1.0 \leq \beta \leq12.1  $ &0.01\\  
 Closed box+ variable IMF & /  & / &    / &    $  0.004 \leq  y_0\leq  0.007   $\\ 
\hline 
\end{tabular} }}
\end{table}