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new test models for estimating Hebst Schorfheide small NK model
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var y R pi z g YGR INFL INT; | ||
varexo eg ep ez; | ||
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parameters tau rho_R psi1 psi2 rho_g rho_z kappa piA gammaQ rA s_ep s_eg s_ez; | ||
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rA = 0.42; | ||
piA = 3.3; | ||
gammaQ = 0.52; | ||
tau = 2.83; | ||
kappa = 0.78; | ||
psi1 = 1.8; | ||
psi2 = 0.63; | ||
rho_R = 0.77; | ||
rho_g = 0.98; | ||
rho_z = 0.88; | ||
s_ep = 0.22; | ||
s_eg = 0.72; | ||
s_ez = 0.31; | ||
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model; | ||
# beta = 1/(1 + rA/400); | ||
y = y(+1) - (1/tau)*(R - pi(+1) - z(+1)) + g - g(+1); | ||
pi = beta*pi(+1) + kappa*(y - g); | ||
R = rho_R*R(-1) + (1 - rho_R)*(psi1*pi + psi2*(y - g)) + s_ep*ep/100; | ||
g = rho_g*g(-1) + s_eg*eg/100; | ||
z = rho_z*z(-1) + s_ez*ez/100; | ||
YGR = gammaQ + 100*(y - y(-1) + z); | ||
INFL = piA + 400*pi; | ||
INT = piA + rA + 4*gammaQ + 400*R; | ||
end; | ||
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steady_state_model; | ||
y = 0; | ||
pi = 0; | ||
R = 0; | ||
g = 0; | ||
z = 0; | ||
YGR = gammaQ; | ||
INFL = piA; | ||
INT = piA + rA + 4*gammaQ; | ||
end; | ||
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shocks; | ||
var ep; stderr 1.0; | ||
var eg; stderr 1.0; | ||
var ez; stderr 1.0; | ||
// calibrated measurement errors | ||
var YGR; stderr (0.20*0.579923); | ||
var INFL; stderr (0.20*1.470832); | ||
var INT; stderr(0.20*2.237937); | ||
end; | ||
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estimated_params; | ||
rA, gamma_pdf, 0.5, 0.2; | ||
piA, gamma_pdf, 7, 2; | ||
gammaQ, normal_pdf, 0.4, 0.2; | ||
tau, gamma_pdf, 2, 0.5; | ||
kappa, beta_pdf, 0.5, 0.2; | ||
psi1, gamma_pdf, 1.5, 0.25; | ||
psi2, gamma_pdf, 0.5, 0.25; | ||
rho_R, beta_pdf, 0.5, 0.2; | ||
rho_g, beta_pdf, 0.5, 0.2; | ||
rho_z, beta_pdf, 0.5, 0.2; | ||
s_ep, inv_gamma_pdf, 0.5013256549262002, 0.06867258771281654; | ||
s_eg, inv_gamma_pdf, 1.2533141373155003, 0.4292036732051032; | ||
s_ez, inv_gamma_pdf, 0.6266570686577502, 0.1073009183012758; | ||
end; | ||
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estimated_params_init; | ||
tau, 2.263895645223946; | ||
kappa, 0.9; | ||
psi1, 1.932357745633903; | ||
psi2, 0.465714640873466; | ||
rA, 0.333453026636814; | ||
piA, 3.427852381637088; | ||
gammaQ, 0.624767199308368; | ||
rho_R, 0.764476492352786; | ||
rho_g, 0.990359718181570; | ||
rho_z, 0.917302546854851; | ||
s_ep, 0.211571288023659; | ||
s_eg, 0.632177304244290; | ||
s_ez, 0.192160214260411; | ||
end; | ||
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varobs YGR INFL INT; | ||
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estimation(datafile='dsge1_data.csv', mh_replic=10000, mh_jscale=0.2); |
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var y R pi z g YGR INFL INT; | ||
varexo eg ep ez; | ||
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parameters tau rho_R psi1 psi2 rho_g rho_z kappa piA gammaQ rA s_ep s_eg s_ez; | ||
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rA = 0.42; | ||
piA = 3.3; | ||
gammaQ = 0.52; | ||
tau = 2.83; | ||
kappa = 0.78; | ||
psi1 = 1.8; | ||
psi2 = 0.63; | ||
rho_R = 0.77; | ||
rho_g = 0.98; | ||
rho_z = 0.88; | ||
s_ep = 0.22; | ||
s_eg = 0.72; | ||
s_ez = 0.31; | ||
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model; | ||
# beta = 1/(1 + rA/400); | ||
y = y(+1) - (1/tau)*(R - pi(+1) - z(+1)) + g - g(+1); | ||
pi = beta*pi(+1) + kappa*(y - g); | ||
R = rho_R*R(-1) + (1 - rho_R)*(psi1*pi + psi2*(y - g)) + s_ep*ep/100; | ||
g = rho_g*g(-1) + s_eg*eg/100; | ||
z = rho_z*z(-1) + s_ez*ez/100; | ||
YGR = gammaQ + 100*(y - y(-1) + z); | ||
INFL = piA + 400*pi; | ||
INT = piA + rA + 4*gammaQ + 400*R; | ||
end; | ||
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steady_state_model; | ||
y = 0; | ||
pi = 0; | ||
R = 0; | ||
g = 0; | ||
z = 0; | ||
YGR = gammaQ; | ||
INFL = piA; | ||
INT = piA + rA + 4*gammaQ; | ||
end; | ||
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shocks; | ||
var ep; stderr 1.0; | ||
var eg; stderr 1.0; | ||
var ez; stderr 1.0; | ||
// calibrated measurement errors | ||
var YGR; stderr (0.20*0.579923); | ||
var INFL; stderr (0.20*1.470832); | ||
var INT; stderr(0.20*2.237937); | ||
end; | ||
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estimated_params; | ||
rA, gamma_pdf, 0.5, 0.2; | ||
piA, gamma_pdf, 7, 2; | ||
gammaQ, normal_pdf, 0.4, 0.2; | ||
tau, gamma_pdf, 2, 0.5; | ||
kappa, beta_pdf, 0.5, 0.2; | ||
psi1, gamma_pdf, 1.5, 0.25; | ||
psi2, gamma_pdf, 0.5, 0.25; | ||
rho_R, beta_pdf, 0.5, 0.2; | ||
rho_g, beta_pdf, 0.5, 0.2; | ||
rho_z, beta_pdf, 0.5, 0.2; | ||
s_ep, inv_gamma_pdf, 0.5013256549262002, 0.06867258771281654; | ||
s_eg, inv_gamma_pdf, 1.2533141373155003, 0.4292036732051032; | ||
s_ez, inv_gamma_pdf, 0.6266570686577502, 0.1073009183012758; | ||
end; | ||
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estimated_params_init; | ||
tau, 2.263895645223946; | ||
kappa, 0.9; | ||
psi1, 1.932357745633903; | ||
psi2, 0.465714640873466; | ||
rA, 0.333453026636814; | ||
piA, 3.427852381637088; | ||
gammaQ, 0.624767199308368; | ||
rho_R, 0.764476492352786; | ||
rho_g, 0.990359718181570; | ||
rho_z, 0.917302546854851; | ||
s_ep, 0.211571288023659; | ||
s_eg, 0.632177304244290; | ||
s_ez, 0.192160214260411; | ||
end; | ||
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varobs YGR INFL INT; | ||
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//estimation(datafile='dsge1_data.csv', mh_replic=0); | ||
rwmh_compute!(datafile="dsge1_data.csv", mcmc_replic=100000, mcmc_jscale=0.03, mcmc_chains=2, transformed_parameters=false, initial_values=context.work.estimated_parameters.initialvalue); |
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@@ -0,0 +1,60 @@ | ||
var y R pi z g YGR INFL INT; | ||
varexo eg ep ez; | ||
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parameters tau rho_R psi1 psi2 rho_g rho_z kappa piA gammaQ rA s_ep s_eg s_ez; | ||
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rA = 0.42; | ||
piA = 3.3; | ||
gammaQ = 0.52; | ||
tau = 2.83; | ||
kappa = 0.78; | ||
psi1 = 1.8; | ||
psi2 = 0.63; | ||
rho_R = 0.77; | ||
rho_g = 0.98; | ||
rho_z = 0.88; | ||
s_ep = 0.22; | ||
s_eg = 0.72; | ||
s_ez = 0.31; | ||
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model; | ||
# beta = 1/(1 + rA/400); | ||
y = y(+1) - (1/tau)*(R - pi(+1) - z(+1)) + g - g(+1); | ||
pi = beta*pi(+1) + kappa*(y - g); | ||
R = rho_R*R(-1) + (1 - rho_R)*(psi1*pi + psi2*(y - g)) + s_ep*ep/100; | ||
g = rho_g*g(-1) + s_eg*eg/100; | ||
z = rho_z*z(-1) + s_ez*ez/100; | ||
YGR = gammaQ + 100*(y - y(-1) + z); | ||
INFL = piA + 400*pi; | ||
INT = piA + rA + 4*gammaQ + 400*R; | ||
end; | ||
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steady_state_model; | ||
y = 0; | ||
pi = 0; | ||
R = 0; | ||
g = 0; | ||
z = 0; | ||
YGR = gammaQ; | ||
INFL = piA; | ||
INT = piA + rA + 4*gammaQ; | ||
end; | ||
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varobs YGR INFL INT; | ||
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shocks; | ||
var ep; stderr 1.0; | ||
var eg; stderr 1.0; | ||
var ez; stderr 1.0; | ||
// calibrated measurement errors | ||
var YGR; stderr (0.20*0.579923); | ||
var INFL; stderr (0.20*1.470832); | ||
var INT; stderr(0.20*2.237937); | ||
end; | ||
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stoch_simul(order=1, irf=0); | ||
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recursive_forecasting!(periods=12, first_period=78, last_period=80, datafile="dsge1_data.csv"); | ||
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@@ -0,0 +1,50 @@ | ||
var y R pi z g YGR INFL INT; | ||
varexo eg ep ez; | ||
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parameters tau rho_R psi1 psi2 rho_g rho_z kappa piA gammaQ rA s_ep s_eg s_ez; | ||
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rA = 0.42; | ||
piA = 3.3; | ||
gammaQ = 0.52; | ||
tau = 2.83; | ||
kappa = 0.78; | ||
psi1 = 1.8; | ||
psi2 = 0.63; | ||
rho_R = 0.77; | ||
rho_g = 0.98; | ||
rho_z = 0.88; | ||
s_ep = 0.22; | ||
s_eg = 0.72; | ||
s_ez = 0.31; | ||
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model; | ||
# beta = 1/(1 + rA/400); | ||
y = y(+1) - (1/tau)*(R - pi(+1) - z(+1)) + g - g(+1); | ||
pi = beta*pi(+1) + kappa*(y - g); | ||
R = rho_R*R(-1) + (1 - rho_R)*(psi1*pi + psi2*(y - g)) + s_ep*ep/100; | ||
g = rho_g*g(-1) + s_eg*eg/100; | ||
z = rho_z*z(-1) + s_ez*ez/100; | ||
YGR = gammaQ + 100*(y - y(-1) + z); | ||
INFL = piA + 400*pi; | ||
INT = piA + rA + 4*gammaQ + 400*R; | ||
end; | ||
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steady_state_model; | ||
y = 0; | ||
pi = 0; | ||
R = 0; | ||
g = 0; | ||
z = 0; | ||
YGR = gammaQ; | ||
INFL = piA; | ||
INT = piA + rA + 4*gammaQ; | ||
end; | ||
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shocks; | ||
var ep; stderr 1.0; | ||
var eg; stderr 1.0; | ||
var ez; stderr 1.0; | ||
end; | ||
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stoch_simul(order=1, irf=0); |
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@JuliaRegistrator register
Release notes:
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Registration pull request updated: JuliaRegistries/General/99388
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