Sandbox: Difference between revisions

Revision as of 01:18, 7 June 2017

$ASARAWDMAT_{\gamma ,\alpha }={\frac {ASARAW_{\gamma ,\alpha }^{t}-ASARAW_{\gamma ,\alpha }^{t-1}}{ASARAW_{\gamma ,\alpha }^{t-1}}}$

$ASAGDPDMAT_{\gamma ,\alpha }={\frac {ASAGDP_{\gamma ,\alpha }^{t}-ASAGDP_{\gamma ,\alpha }^{t-1}}{ASAGDP_{\gamma ,\alpha }^{t-1}}}$

<math>ASAPOPDMAT_{\gamma,\alpha}=\frac{ASAPOPDMAT^t_{\gamma,\alpha}-ASAPOPDMAT^{t-1}_{\gamma,\alpha}}{ASAPOPDMAT^{t-1}{\gamma,\alpha}}

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 <math>ASARAWDMAT_{\gamma,\alpha}=\frac{ASARAW^t_{\gamma,\alpha}-ASARAW^{t-1}_{\gamma,\alpha}}{ASARAW^{t-1}_{\gamma,\alpha}}</math>
-<math>ASAGDPDMAT_{\gamma,\alpha}=\frac{ASAGDP^t_{\gamma,\alpha}-ASAGDP^{t-1}_{\gamma,\alpha}}{ASAGDP^{t-1}_{\gamma,\alpha}}
+<math>ASAGDPDMAT_{\gamma,\alpha}=\frac{ASAGDP^t_{\gamma,\alpha}-ASAGDP^{t-1}_{\gamma,\alpha}}{ASAGDP^{t-1}_{\gamma,\alpha}}</math>
+<math>ASAPOPDMAT_{\gamma,\alpha}=\frac{ASAPOPDMAT^t_{\gamma,\alpha}-ASAPOPDMAT^{t-1}_{\gamma,\alpha}}{ASAPOPDMAT^{t-1}{\gamma,\alpha}}