% Retrieves the lhs or rhs constant term of the
% LMI of index  abs(N). Its size is given by dim.
% The output is in matrix form
%
% INDX1,INDX2 are the block coordinates

% Authors: P. Gahinet and A. Nemirovski 3/95
% Copyright 1995-2004 The MathWorks, Inc.
%       $Revision: 1.1.6.1 $

function [C,indx1,indx2]=lmicte(terms,data,blckdims,insize,n);


ind=find(terms(1,:)==n & terms(2,:)~=0 & terms(4,:)==0);
if isempty(ind) & nargout==1, C=0; return, end

nblocks=length(blckdims);
base=0;
indx1=zeros(1,nblocks);
indx2=zeros(1,nblocks);
for i=1:nblocks,
  indx1(i)=base+1;
  base=base+blckdims(i);
  indx2(i)=base;
end

C=zeros(insize);
for v=terms(:,ind),
  i=v(2); j=v(3);
  cterm=lmicoef(v,data);
  if all(size(cterm)==[1 1]),
     cterm=cterm*eye(blckdims(i));
  end

  C(indx1(i):indx2(i),indx1(j):indx2(j))=cterm;

  if i~=j,
    C(indx1(j):indx2(j),indx1(i):indx2(i))=cterm';
  end
end