Sandbox: Difference between revisions

Revision as of 23:31, 11 June 2017

$H D I 21 s t F I X_{γ} = \frac{L i f e E x p I n d_{γ} + L i t I n d + G D P I n d}{3}$

where

$H D I L I F E M A X 21 = 𝐡 𝐝 𝐢 𝐥 𝐢 𝐟 𝐞 𝐦 𝐚 𝐱 𝐟$

$L i f e E x p I n d = \frac{L I F E X P_{γ} - L I F E X P M I N}{H D I L I F E M A X 21 - L I F E X P M I N}$

$L i t I n d = L I T_{γ} / 100$

$L o g (G D P P C P 21) = L o g (𝐡 𝐝 𝐢 𝐠 𝐝 𝐩 𝐩 𝐜 𝐦 𝐚 𝐱 * 1000)$

<math>GDPInd=\frac{Log(GDPPCP_{\gamma}*1000)-Log(100)}{Log(GDPPCP21)-Log(100)}

@@ Line 1: / Line 1: @@
-<math>HDIFLOAT_{\gamma}=\frac{LifeExpInd_{\gamma}+LitInd+GDPInd}{3}</math>
+<math>HDI21stFIX_{\gamma}=\frac{LifeExpInd_{\gamma}+LitInd+GDPInd}{3}</math>
 where
-<math>LifeExpInd=\frac{LIFEXP_{\gamma}-LIFEXPMIN}{HDILIFEMAXFLOAT-LIFEXPMIN}</math>
+<math>HDILIFEMAX21=\mathbf{hdilifemaxf}</math>
+<math>LifeExpInd=\frac{LIFEXP_{\gamma}-LIFEXPMIN}{HDILIFEMAX21-LIFEXPMIN}</math>
 <math>LitInd=LIT_{\gamma}/100</math>
-<math>GDPInd=\frac{Log(GDPPCP_{\gamma}*1000)-Log(100)}{Log(GDPPCPMAX)-Log(100)}
+<math>Log(GDPPCP21)=Log(\mathbf{hdigdppcmax}*1000)</math>
+<math>GDPInd=\frac{Log(GDPPCP_{\gamma}*1000)-Log(100)}{Log(GDPPCP21)-Log(100)}