Looking at the results
Within Mosel, the values of the variables and named constraints can be obtained using the getsol, getslack and similar functions. A simple report lists just the area and the positions of the vertices:
writeln("Area = ", getobjval)
forall (i in 1..N-1) do
writeln("V", i, ": r=", getsol(rho(i)), " theta=", getsol(theta(i)))
end-do This produces the following result for the case N=5:
Area = 0.657166 V1: r=0.616416 theta=0.703301 V2: r=1 theta=1.33111 V3: r=1 theta=1.96079 V4: r=0.620439 theta=2.58648
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