%% load theta

theta	(	1	)	=	0.025;	%	depreciation rate				
theta	(	2	)	=	10;	%	goods markets kinball aggregator				
theta	(	3	)	=	10;	%	labor markets kinball aggregator				
theta	(	4	)	=	1.5;	%	elasticity of substitution labor inputs				
theta	(	5	)	=	0.18;	%	gov't share				

theta	(	6	)	=	0.998;	%	time discount factor				
theta	(	7	)	=	1.61;	%	(PHI) in the table 1A (AER 2007),				
theta	(	8	)	=	5.74;	%	(phi) in the table 1A (AER 2007), is the steady-state	elasticity of the capital adjustment cost function			
theta	(	9	)	=	0.19;	%	(alpha) capital share				
theta	(	10	)	=	0.71;	%	(h) Habit in consumtion				
theta	(	11	)	=	0.73;	%	(xi_w) wage stickiness				
theta	(	12	)	=	0.65;	%	(xi_p) price stickiness				
theta	(	13	)	=	0.59;	%	(i_w) wage indexation				
theta	(	14	)	=	0.47;	%	(i_p) price indexation				
theta	(	15	)	=	1.92;	%	(sigma_l) inverse of frish elasticity				
theta	(	16	)	=	1.39;	%	(sigma_c) elasticity of substitution				
theta	(	17	)	=	0.85;	%	( czcap=(1-psi)/psi ) in the table 1A (AER 2007), is	a positive			
theta	(	18	)	=	2.04;	%	(r_{\pi}) taylor rules response to inflation				
theta	(	19	)	=	0.81;	%	(rho} )  taylor rules smoothing				
theta	(	20	)	=	0.08;	%	(r_{y}) taylor rules response to output gap				
theta	(	21	)	=	0.22;	%	(r_{Dy}) taylor rules response to oputput growth				
theta	(	22	)	=	0.95;	%	(rho_a)	autoregressive	technology		
theta	(	23	)	=	0.97;	%	(rho_g)	autoregressive	gov't		
theta	(	24	)	=	0.71;	%	(rho_I)	autoregressive	investment		
theta	(	25	)	=	0.52;	%	cross correlation tech gov't				
theta	(	26	)	=	0.45;	%	(sd_a)	technology			
theta	(	27	)	=	0.53;	%	(sd_g)	gov't			
theta	(	28	)	=	0.45;	%	(sd_I)	investment			
theta	(	29	)	=	0.24;	%	(sd_m)	monetary			
