Sandbox: Difference between revisions

Revision as of 21:25, 8 June 2017

$EDYRSCONTRIB_{\gamma }^{t}=EDLYRSAG15_{\gamma }^{t-1}+(LIFEXPEDYRSBOOST_{\gamma }^{t}-YRSEDCOMP_{\gamma }^{t})*mfpedyrs$

where

$LIFEXPEDYRSBOOST_{\gamma }^{t}=(LIFEXP_{\gamma }^{t-1}-LIFEXPCOMP_{\gamma }^{t})*0.035$

$LIFEXPCOMP_{\gamma }^{t}=F(GDPPCP_{\gamma }^{t})$

<math>YRSEDCOMP^t_{\gamma}=F(GDPPCP^t_{\gamma})

@@ Line 1: / Line 1: @@
-<math>SUMHLYLDWORK^t_{\gamma}=\sum^MHLYLDWORK^t_{\gamma,m}</math>
+<math>EDYRSCONTRIB^t_{\gamma}=EDLYRSAG15^{t-1}_{\gamma}+(LIFEXPEDYRSBOOST^t_{\gamma}-YRSEDCOMP^t_{\gamma})*mfpedyrs</math>
-<math>WORLDDISABILITY^t=\sum^RSUMHLYLDWORK^t_{\gamma}</math>
+where
-<math>WORLDWORKPOP^t=\sum^RPOP15TO65^t_{\gamma}</math>
+<math>LIFEXPEDYRSBOOST^t_{\gamma}=(LIFEXP^{t-1}_{\gamma}-LIFEXPCOMP^t_{\gamma})*0.035</math>
+<math>LIFEXPCOMP^t_{\gamma}=F(GDPPCP^t_{\gamma})</math>
+<math>YRSEDCOMP^t_{\gamma}=F(GDPPCP^t_{\gamma})