| A = [Asave, zeros(2*N, T)]; |
| Th = [Thsave, zeros(2*N, T)]; |
|
|
| C = [Csave, zeros(2*N, T)]; |
| L = [Lsave, zeros(2*N, T)]; |
| R = [Rsave, zeros(2*N, T)]; |
| X = [Xsave, zeros(2*N, T)]; |
| Age = [Agesave, zeros(2*N, T)]; |
|
|
|
|
| |
|
|
|
|
| Y = randn(N, T)*se; |
| Y = [Ysave, exp([Y; -Y])]; |
|
|
| S = ones(2*N, size(Asave, 2) + T); |
|
|
|
|
| for t = size(Asave, 2) : size(Asave, 2) + T - 1 |
|
|
| unif = rand(2*N, 1); |
| |
| state = [(1 + p.rl)*A(:,t) + Y(:,t), Th(:,t), S(:,t)]; |
|
|
| [~, pall, ~, Lall, thetall] = solveh_new(state, Winterp, p); |
|
|
| R(:,t) = unif <= pall(:,1); |
|
|
| L(:,t) = Lall(:,1).*R(:,t) + Lall(:,2).*(1 - R(:,t)); |
|
|
| Th(:, t+1) = thetall(:,1).*R(:,t) + thetall(:,2).*(1 - R(:,t)); |
|
|
| cmax = bisect('savings', 1e-13, 1e5, L(:,t), p, amin); |
| cmin = bisect('savings', 1e-13, 1e5, L(:,t), p, amax); |
|
|
| C(:,t) = max(min(Cinterp_new(L(:,t), Th(:,t+1), S(:,t+1)), cmax), cmin); |
|
|
| [~, A(:, t+1)] = savings(C(:,t), L(:,t), p); |
| |
| Age(:, t+1) = (Age(:,t) + 1).*(1 - R(:,t)) + R(:,t); |
|
|
| X(:,t) = (Th(:,t+1) - Th(:,t))./Th(:,t).*R(:,t); |
|
|
| S(:,t + 1) = S(:,t).*(1 - R(:,t)) + p.nr*R(:,t); |
|
|
| end |
|
|
| |
|
|
| |
| figure(4) |
|
|
| id = 1; |
|
|
| subplot(1, 3, 1), plot(mean(C)'); |
| title('Consumption', 'Interpreter','Latex'); |
| set(gca, 'ygrid', 'on') |
| set(h,'Interpreter','latex'); |
| |
| |
| subplot(1, 3, 2), plot(mean(R)'); |
| title('Fraction Refinance', 'Interpreter','Latex'); |
| set(gca, 'ygrid', 'on') |
| set(h,'Interpreter','latex'); |
|
|
|
|
| subplot(1, 3, 3), plot(mean(Th)'); |
| title('LTV', 'Interpreter','Latex'); |
| set(gca, 'ygrid', 'on') |
| set(h,'Interpreter','latex'); |
| |
| |