Help Please: unknown paramater
Posted: Sun Jul 28, 2013 10:00 pm
dear all,
I'm very new to dynare and I'm trying to write my own code, I get an error saying that unknown parameter. I follow the manual,accordingly, ı define doublevariable as a deviation from its steady state. What is wrong here, could you help me please?
Thank you in advance,
var c r p k y I L iR ez eg ;
varexo ug uz ;
parameters alpha beta sigma delta lambda rho_g rho_z tao_inf tao_y tao_L si ci sis tax sigma_ug sigma_uz ;
alpha=0.3;
beta=0.99;
sigma=2;
delta=0.02;
lambda=0.3;
rho_g =0.7;
rho_z =0.7;
tao_inf=1.5;
tao_y=0.25;
tao_L=2;
si=0.3;
ci=0.7-ss;
tax=0.08;
sigma_ug=0.38;
sigma_uz=1;
model;
cc= EXPECTATION(CC(1))-(1\sigma)*(rr-EXPECTATION(pp(1)));
rr=(1-beta*(1-delta))*(sigma*EXPECTATION(cc(1))+(1/1-alpha)*(EXPECTATION(yy(1))-EXPECTATION(kk))+EXPECTATION(pp(1)));
pp=beta*EXPECTATION(pp(1))+lambda*(sigma*cc-(alpha/1-alpha)*(kk(-1)-yy))+ez;
KK(-1)=si*II(-1)+(1-delta)*kk(-2);
II(-1)=LL;
YY= ci*cc+si*II+tax*si*SS;
R=iR+tho_inf*pp+tho_y*yy+thao_l* (L-L(-1));
ez=rho_z*ez(-1)+uz;
eg=rho_g*eg(-1)+ug;
END;
initval;
CC=0;
RR=0;
KK=0;
PR=0;
iRiR=0;
YY=0;
LL=0;
II=0;
eg=0;
ez=0;
END;
steady (solve_algo=0);
check;
shocks;
var uz=(sigma_uz)^2;
stoch_simul(linear,irf=20)
End;
I'm very new to dynare and I'm trying to write my own code, I get an error saying that unknown parameter. I follow the manual,accordingly, ı define doublevariable as a deviation from its steady state. What is wrong here, could you help me please?
Thank you in advance,
var c r p k y I L iR ez eg ;
varexo ug uz ;
parameters alpha beta sigma delta lambda rho_g rho_z tao_inf tao_y tao_L si ci sis tax sigma_ug sigma_uz ;
alpha=0.3;
beta=0.99;
sigma=2;
delta=0.02;
lambda=0.3;
rho_g =0.7;
rho_z =0.7;
tao_inf=1.5;
tao_y=0.25;
tao_L=2;
si=0.3;
ci=0.7-ss;
tax=0.08;
sigma_ug=0.38;
sigma_uz=1;
model;
cc= EXPECTATION(CC(1))-(1\sigma)*(rr-EXPECTATION(pp(1)));
rr=(1-beta*(1-delta))*(sigma*EXPECTATION(cc(1))+(1/1-alpha)*(EXPECTATION(yy(1))-EXPECTATION(kk))+EXPECTATION(pp(1)));
pp=beta*EXPECTATION(pp(1))+lambda*(sigma*cc-(alpha/1-alpha)*(kk(-1)-yy))+ez;
KK(-1)=si*II(-1)+(1-delta)*kk(-2);
II(-1)=LL;
YY= ci*cc+si*II+tax*si*SS;
R=iR+tho_inf*pp+tho_y*yy+thao_l* (L-L(-1));
ez=rho_z*ez(-1)+uz;
eg=rho_g*eg(-1)+ug;
END;
initval;
CC=0;
RR=0;
KK=0;
PR=0;
iRiR=0;
YY=0;
LL=0;
II=0;
eg=0;
ez=0;
END;
steady (solve_algo=0);
check;
shocks;
var uz=(sigma_uz)^2;
stoch_simul(linear,irf=20)
End;