Steady state values in log-linearized model: Problem

You have some linear equations with a constant term, namely the observation equations. Given that you have 70 equations or so, there is some numerical imprecision. You should provide initial values for the non-zero variables, i.e.

initval; // Domestic inflation pi_obs = 100*(pi - 1); // CPI inflation pi_c_obs = 100*(pi - 1); // GDP dy_obs = 100*ln(mu_z); // Consumption dc_obs = 100*ln(mu_z); // Investment di_obs = 100*ln(mu_z); // Imports dm_obs = 100*ln(mu_z); // Exports dx_obs = 100*ln(mu_z); // Government spending dg_obs = 100*ln(mu_z); // CPI based real exchange rate reer_obs = x; // Employment e_obs = E; // Real wage dw_obs = 100*ln(mu_z); // Domestic interest rate r_obs = 400*(((pi*mu_z-tau_k*beta)/((1-tau_k)*beta))-1)*((pi*mu_z-tau_k*beta)/((1-tau_k)*beta)); // Foreign output dyfor_obs = 100*ln(mu_z); // Foreign inflation pifor_obs = 100*(pi - 1); // Foreign interest rate rfor_obs = 400*((pi*mu_z-tau_k*beta)/((1-tau_k)*beta) - 1)*(pi*mu_z-tau_k*beta)/((1-tau_k)*beta); end;