📄 homogenize.m
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function p_homo = homogenize(p,y);
%HOMOGENIZE Homogenize polynomial
%
% f = homogenize(p,x)
% Author Johan L鰂berg
% $Id: homogenize.m,v 1.5 2006/01/26 13:44:13 joloef Exp $
deg = degree(p);
deg_y = degree(y);
if rem(deg,deg_y)~=0
error('The degree of the homogenizer is not an even fraction of deg(p).');
end
if 0
error('The homogenizer must be homogenious.');
end
p_variables = getvariables(p);
p_homo = getbasematrix(p,0)*y^(deg/deg_y);
for i = 1:length(p_variables);
monom = recover(p_variables(i));
if degree(monom)<deg
power = (deg-(degree(monom)))/deg_y;
p_homo = p_homo + getbasematrix(p,p_variables(i))*monom*y^power;
else
p_homo = p_homo + getbasematrix(p,p_variables(i))*monom;
end;
end
% Reset info about conic terms
p_homo.conicinfo = [0 0];
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