i was using server
all other math equations on other articles did not have any error, this is the first one
\ N = \frac{\log \, \bigg[ \Big(\frac{X_d}{1-X_d}\Big)\Big(\frac{1-X_b}{X_b} \Big) \bigg]}{\log \, \alpha_{avg}}\ N = \frac{\log \, \bigg[ \Big(\frac{LK_d}{HK_d}\Big)\Big(\frac{HK_b}{LK_b} \Big) \bigg]}{\log \, \alpha_{avg}}\ N = \frac{\log \, \bigg[ \Big(\frac{LK_d}{1-LK_d}\Big)\Big(\frac{1-LK_b}{LK_b} \Big) \bigg]}{\log \, \alpha_{avg}}\alpha_{avg.} = \sqrt {(\alpha_t)(\alpha_b)}\ \frac{Z_a}{Z_b} = \frac{X_a}{X_b} \left (\frac{P^0_a}{P^0_b} \right) ^N{P^0_n}
i was using server all other math equations on other articles did not have any error, this is the first one
\ N = \frac{\log \, \bigg[ \Big(\frac{X_d}{1-X_d}\Big)\Big(\frac{1-X_b}{X_b} \Big) \bigg]}{\log \, \alpha_{avg}}
\ N = \frac{\log \, \bigg[ \Big(\frac{LK_d}{HK_d}\Big)\Big(\frac{HK_b}{LK_b} \Big) \bigg]}{\log \, \alpha_{avg}}
\ N = \frac{\log \, \bigg[ \Big(\frac{LK_d}{1-LK_d}\Big)\Big(\frac{1-LK_b}{LK_b} \Big) \bigg]}{\log \, \alpha_{avg}}
\alpha_{avg.} = \sqrt {(\alpha_t)(\alpha_b)}
\ \frac{Z_a}{Z_b} = \frac{X_a}{X_b} \left (\frac{P^0_a}{P^0_b} \right) ^N
{P^0_n}
said could not load some file, some js I think