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📄 numz.m

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function  G=numz(b,infoz,stat,varargin)% PURPOSE: Evaluate numerical derivs in MINZ package%-----------------------------------------------------------------% USAGE:  G=numz(b,infoz,stat,varargin)% Where%   b:        k-vector of parms%   infoz:     structure variable with options for MINZ%   stat:     structure variable with status for MINZ%   varargin: variable number of arguments needed by function %               being differentiated (infoz.func or infoz.momt)%-----------------------------------------------------------------%VERSION: 1.1.1 (9/23/00)% written by:% Mike Cliff,  Purdue Finance  mcliff@mgmt.purdue.edu% CREATED: 12/8/98% MODIFIED: 9/23/00 (1.1.1 fcnchk)if ~isfield(infoz,'delta')  dh=.000001;             % Sets precision of Numerical Derivselse  dh = infoz.delta;endif (strcmp(infoz.call,'ls') | strcmp(infoz.call,'gmm'))  func = fcnchk(infoz.momt);%  T = cols(varargin{1})*cols(varargin{3});else  func = fcnchk(infoz.func);%  T = 1;end;g = feval(func,b,infoz,stat,varargin{:});T = rows(g);k=rows(b);e=eye(k); b0=b;G=zeros(T,k);for i = 1:k  b = b0 + e(:,i)*dh; gplus=feval(func,b,infoz,stat,varargin{:});  b = b0 - e(:,i)*dh; gminus=feval(func,b,infoz,stat,varargin{:});  G(:,i)=(gplus-gminus)/(2*dh);endif ~(strcmp(infoz.call,'ls') | strcmp(infoz.call,'gmm'))  G = G';  end;

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