Hello everyone,

I run logarithm function which involves optimization parameters as follows

` log(real(C1)+sigma_1+(sigma_2)*inv_pos(rho(1)))/log(2)>= real(lamda*(trace(W_1)+trace(W_E)+p_cir)+t)`

where

` C1=trace(H_1*W_1)+trace(H_1*W_2)+trace(H_1*W_3)+trace(H_1*W_4).`

sigma_1 sigma_2, lamda and are p_cir constant. The optimization parameters are W_1,W_2,W_3,W_4, W_E, rho(1) and t. I guarantee that the above constraint is convex since `0<rho(1)<1`

, but how can i write it according to the CVX’s operations?

Thank you a lot in advance!