@@ -922,7 +922,7 @@ The following algorithm describes the path iteration procedure:
9229221. Initialize from steady states:
923923 - $(V_1, \sigma_1, \mu_1) \leftarrow ss_1$ *(Initial steady state)*
924924 - $(V_2, \sigma_2, \mu_2) \leftarrow ss_2$ *(Final steady state)*
925- - $(r, w, \tau) \leftarrow \texttt{initialize_prices}(T)$ *(Linear interpolation)*
925+ - $(r, w, \tau) \leftarrow $ \texttt{initialize_prices}$ (T)$ *(Linear interpolation)*
926926 - $\text{error} \leftarrow \infty$, $i \leftarrow 0$
927927
9289282. **While** $\text{error} > \varepsilon$ or $i \leq \text{max_iter}$:
@@ -941,7 +941,7 @@ The following algorithm describes the path iteration procedure:
941941 - $L[t] \leftarrow \int l(j)\gamma \, d\mu[t]$ *(Aggregate labor)*
942942 - $r[t] \leftarrow \alpha Z(K[t]/L[t])^{\alpha-1}$ *(Interest rate)*
943943 - $w[t] \leftarrow (1-\alpha)Z(K[t]/L[t])^{\alpha}$ *(Wage rate)*
944- - $\tau[t] \leftarrow \texttt{solve_budget}(r[t],w[t],K[t],L[t],D[t],G[t])$
944+ - $\tau[t] \leftarrow $ \texttt{solve_budget}$ (r[t],w[t],K[t],L[t],D[t],G[t])$
945945
946946 5. Compute convergence metric:
947947 - $\text{error} \leftarrow \|r - r_{\text{old}}\| + \|w - w_{\text{old}}\| + \|\tau - \tau_{\text{old}}\|$
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