'programme Eviews et le workfile correspondant au steady state (si vous voulez le workfile correspondant à une simulation en particulier il suffit d'enlever l'apostrophe devant le début de la ligne correspondante dans le programme et de faire tourner). smpl 1400 2045 genr year = @trend 'Variables exogènes: genr a1 = 0.8 'genr a1 = 0.8*(year<605)+0.82*(year>=605) genr alph = 100 genr gam0 = 0.0275 'genr gam0 = 0.0275*(year<605)+0.1*(year>=605) genr gam1 = 0.5 genr gam2= 0.5 genr gam3 = 0.02 'genr gam3 = 0.2 genr gam4 = 0.025 genr lam0 = 0.45 genr lam1= 0.2 genr lam2= 0.2 genr lam3= 0.0001 genr rho = 0.4 genr i_l = 0.0275 genr sigm= 3 genr s_f= 0.75 genr x= 0.05 genr delt = 15 ' Variables endogènes: genr a_L = 0.1 genr CG = 50 genr Cons = 800 genr e = 100 genr Emon = 150 genr gr = 0.05 genr gr_y = 0.05 genr I = 300 genr K = 250 genr L = 100 genr lev = 0.5 genr M = 100 genr P = 250 genr p_e = 1.5 genr Pd = 60 genr Pu = 190 genr q = 0.9 genr r_cf = 0.03 genr r_e = 0.02 genr i_m = 0.0275 genr u = 0.8 genr V_f = 0 genr V_h = 250 genr V_ha = 250 genr W = 300 genr Y = 1100 genr Y_h = 380 genr Y_ha = 380 genr Y_pc = 1320 ' Equations: delete *_model model LG_model LG_model.append I = gr * K(-1) LG_model.append K = K(-1) + I LG_model.append gr = gam0 + gam1 * r_cf(-1) - gam2 * i_l(-1) * lev(-1) + gam3 * q(-1)+ gam4 * u(-1) LG_model.append r_cf = Pu / K(-1) LG_model.append lev = L / K LG_model.append q = (L + e * p_e) / K LG_model.append u = Y / Y_pc LG_model.append Y = Cons + I LG_model.append Y_pc = K(-1) / sigm LG_model.append W = Y / (1 + rho) LG_model.append P = Cons + I - W - i_l * L(-1) LG_model.append Pd = (1 - s_f) * P(-1) * (1 + gr (-1)) LG_model.append Pu = P - Pd LG_model.append e = e(-1) + x * I(-1) / p_e LG_model.append Cons = a1 * Y_ha + (a1/alph) * CG(-1) LG_model.append Y_ha = (1+ gr_y(-1)) * Y_h(-1) LG_model.append gr_y = d(Y_h) / Y_h(-1) LG_model.append Y_h = W + Pd + i_m * M(-1) LG_model.append CG = d(p_e) * e(-1) LG_model.append Emon = (lam0 - lam1 * i_m + lam2 * r_e(-1)) * V_ha - lam3 * Y_ha LG_model.append p_e = Emon / e LG_model.append M = V_h - e * p_e LG_model.append r_e = (Pd + CG) / (p_e(-1) * e(-1)) LG_model.append V_h = V_h(-1) + Y_h - Cons + CG LG_model.append V_ha = V_h(-1) + Y_ha - Cons + CGa LG_model.append CGa = (1+ gr(-1)) * CG(-1) LG_model.append i_m = i_l LG_model.append L = L(-1) + I - Pu - d(e) * p_e 'Trois équations supplémentaires : LG_model.append ICR = i_L(-1)*L(-1) / (P + i_L(-1)*L(-1)) LG_model.append CCCR = (i_L(-1) + a_L(-1))*L(-1) / (P + i_L(-1)*L(-1)) LG_model.append a_L = a_L(-1) + delt * (r_cf(-1) - r_cf(-2)) LG_model.scenario "Baseline" LG_model.solve smpl 2000 2045 plot gr_0 plot gr_y_0 plot u_0 plot lev_0 plot r_cf_0 'plot ICR_0 'plot CCCR_0 group a gr_0 u_0 lev_0 r_cf_0 q_0