function phi1 = forcelip(K,phi,m,n)
n1 = n-1;

ksig = (K>0);
phiks = pl(phi-ksig');

K1 = getK1(K,m,n);
Kf = getK1(phiks'.*K,m,n);

phi1 = zeros(1,m^n1);
iip = find(K1>0);
phi1(iip) = Kf(iip)./K1(iip);

return


function phib = termwisebd(K,phi,m,n)
n1 = n-1;

global Ainl Binl Ain1 Bin1 GG iif m n mylinopt


% assume K>0

K1 = getK1(K,m,n);
Kf = getK1(phi'.*K,m,n);

phib = zeros(m^n1,1);

if sum(K1)>1e-6
  phib = min(Kf ./ (K1 + ~K1),n1);
end

%phib = ceil(phib);

dims = repmat([m],[1 n1]);

for val = n1:-1:1
  %xind = find(phib==val);
  xind = find(ceil(phib)==val);
  for i=xind(:)'
    v = phib(i);
    x = ind2coord(i,dims);
    Y = allrho1(x,m);
    Yind = coord2ind(Y,dims);
    badY = find(v-phib(Yind) > 1);
    phib(badY) = 0*phib(badY) + v - 1;
  end
end

phib = phib';
return