function [nSIGMA,nDELTA,nALFA,nBETTA,nRHO,nc,ncp,nk,nkp,na,nap]=neoclassical_model_ss
%This program produces the the deep structural parameters and computes the steady state of the simple neoclassical growth model described in section 2.1 of ``Solving Dynamic General Equilibrium Models Using a Second-Order Approximation to the Policy Function,'' by Stephanie Schmitt-Grohe and Martin Uribe, (2001). 
%
%(c) Stephanie Schmitt-Grohe and Martin Uribe
%Date July 17, 2001

nBETTA=0.95; %discount rate
nDELTA=1; %depreciation rate
nALFA=0.3; %capital share
nRHO=0; %persistence of technology shock
nSIGMA=2; %intertemporal elasticity of substitution

a = 1; %steady-state value of technology shock 
k = ((1/nBETTA+nDELTA-1)/nALFA)^(1/(nALFA-1)); %steady-state value of capital
c = a * k^(nALFA)-nDELTA*k; %steady-state value of consumption 
na = log(a); 
nk = log(k);
nc = log(c);


nap=na;
nkp=nk;
ncp = nc;