Sandbox: Difference between revisions

Revision as of 19:09, 10 June 2017

$CPOW_{\gamma }=CPOW_{\gamma }^{t-1}*(1-\mathbf {drcpow} )+GDS_{\gamma ,s=1}*(1-\mathbf {nmilf} _{\gamma })*CPowF_{\gamma }$

where

<math>CPowF_{\gamma}=\mathbf{cpowldcf}-(\mathbf{cpowldcf}-1)*\frac{Min(10,GDPPC_{\gamma})}{10}

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-<math>POWER_{\gamma}=AnalFunc(POP_{\gamma},GDPP_{\gamma},GDP_{\gamma},GDPPCP_{\gamma},GDPPC_{\gamma,},GOVCON_{\gamma},GDS_{\gamma,g-ML},CPOW_{\gamma},NPOP_{\gamma},\mathbf{wpwghtpow_{pc}})*100
+<math>CPOW_{\gamma}=CPOW^{t-1}_{\gamma}*(1-\mathbf{drcpow})+GDS_{\gamma,s=1}*(1-\mathbf{nmilf}_{\gamma})*CPowF_{\gamma}</math>
+where
+<math>CPowF_{\gamma}=\mathbf{cpowldcf}-(\mathbf{cpowldcf}-1)*\frac{Min(10,GDPPC_{\gamma})}{10}