\begin{eqnarray}
    v({m}_{t}) & = & \max_{\{{c}_{t}\}}~~\left\{ \util({c}_{t}) + \beta
    \mathbf{E}_{t}[\ifGG{}{} \pmb{\psi}_{t+1}^{1-\CRRA}v({m}_{t+1})] \right\}
    \label{eq:scaledv}
\\  & \mbox{s.t.} & \nonumber
\ifZero{}{
\\ \ifnumber  {c}_{t} & \leq & {m}_{t} }
\\ \ifnumber  {a}_{t}   & = & {m}_{t}-{c}_{t} \nonumber
\\ \ifnumber  {k}_{t+1} & = & {a}_{t} \MicroDepr{\daleth}{} /\Omega\pmb{\psi}_{t+1}  \nonumber
\\ \ifnumber  {m}_{t+1} & = & \Rfree {k}_{t+1} + \Wage_{t+1} \pmb{\theta}_{t+1},  \nonumber % So far \Rfree = \Rfree; \Rfree is the `right' capital productivity factor here
\end{eqnarray}
