I have been working on the problem on Facility Location Problem with Gurobi using the example provided by the Gurobi team in the below link.
# MIP model formulation
m = gp.Model('facility_location')
select = m.addVars(num_facilities, vtype=GRB.BINARY, name='Select') # y_i
assign = m.addVars(cartesian_prod, ub=1, vtype=GRB.BINARY, name='Assign') # x_ij
m.addConstrs((assign[(c,f)] <= select[f] for c,f in cartesian_prod), name='Setup2ship')
m.addConstrs((gp.quicksum(assign[(c,f)] for f in range(num_facilities)) == 1 for c in range(num_customers)), name='Demand')
m.addConstr(gp.quicksum(select[f] for f in range(num_facilities)) == 9 , name='numberoffacilities')
Everything is fine with the optimization programming and the result. However, I am designing an approximation algorithm to solve the problem for large instances.
In Gurobi, by using
obj = m.getObjective()
I can access to obj value after the accomplishment of the optimization. Moreover, the numeric result for decision variables is also provided by
Now, my problem is that my approximation algorithm outputs different values for decisions variable ( different select and assignment values for nodes).
May I use the Gurobi so as to calculate the obj value of the optimization problem using the output of my approximation algorithm? In other words, I want to pass the value of the decision variables manually to Gurobi and get the obj value of the input.
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