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<math>GINI^t_{\gamma}=GINIFUN(GDP_R,POP_R)
<math>NUMNWP_{\gamma}=NUMNWP^{t-1}_{\gamma}*(1+NumNwGR^t_{\gamma})</math>
 
where
 
NumNwGR^t_{\gamma}=NUMNWPGR^{t-1}_{\gamma}*(\frac{nwplm-NUMNWP^{t-1}_{\gamma}}{nwplm-NUMNWP^{t-1}_{\gamma}})^2*numnwpgrm</math>
 
<math>nwplm=numnwplim*POP_{\gamma}

Revision as of 19:10, 12 June 2017

where

NumNwGR^t_{\gamma}=NUMNWPGR^{t-1}_{\gamma}*(\frac{nwplm-NUMNWP^{t-1}_{\gamma}}{nwplm-NUMNWP^{t-1}_{\gamma}})^2*numnwpgrm</math>

<math>nwplm=numnwplim*POP_{\gamma}