# MINLP written by GAMS Convert at 02/17/22 17:22:46 # # Equation counts # Total E G L N X C B # 1 0 0 1 0 0 0 0 # # Variable counts # x b i s1s s2s sc si # Total cont binary integer sos1 sos2 scont sint # 46 1 45 0 0 0 0 0 # FX 0 # # Nonzero counts # Total const NL # 46 1 45 # # Reformulation has removed 1 variable and 1 equation from pyomo.environ import * model = m = ConcreteModel() m.b1 = Var(within=Binary, bounds=(0,1), initialize=0) m.b2 = Var(within=Binary, bounds=(0,1), initialize=0) m.b3 = Var(within=Binary, bounds=(0,1), initialize=0) m.b4 = Var(within=Binary, bounds=(0,1), initialize=0) m.b5 = Var(within=Binary, bounds=(0,1), initialize=0) m.b6 = Var(within=Binary, bounds=(0,1), initialize=0) m.b7 = Var(within=Binary, bounds=(0,1), initialize=0) m.b8 = Var(within=Binary, bounds=(0,1), initialize=0) m.b9 = Var(within=Binary, bounds=(0,1), initialize=0) m.b10 = Var(within=Binary, bounds=(0,1), initialize=0) m.b11 = Var(within=Binary, bounds=(0,1), initialize=0) m.b12 = Var(within=Binary, bounds=(0,1), initialize=0) m.b13 = Var(within=Binary, bounds=(0,1), initialize=0) m.b14 = Var(within=Binary, bounds=(0,1), initialize=0) m.b15 = Var(within=Binary, bounds=(0,1), initialize=0) m.b16 = Var(within=Binary, bounds=(0,1), initialize=0) m.b17 = Var(within=Binary, bounds=(0,1), initialize=0) m.b18 = Var(within=Binary, bounds=(0,1), initialize=0) m.b19 = Var(within=Binary, bounds=(0,1), initialize=0) m.b20 = Var(within=Binary, bounds=(0,1), initialize=0) m.b21 = Var(within=Binary, bounds=(0,1), initialize=0) m.b22 = Var(within=Binary, bounds=(0,1), initialize=0) m.b23 = Var(within=Binary, bounds=(0,1), initialize=0) m.b24 = Var(within=Binary, bounds=(0,1), initialize=0) m.b25 = Var(within=Binary, bounds=(0,1), initialize=0) m.b26 = Var(within=Binary, bounds=(0,1), initialize=0) m.b27 = Var(within=Binary, bounds=(0,1), initialize=0) m.b28 = Var(within=Binary, bounds=(0,1), initialize=0) m.b29 = Var(within=Binary, bounds=(0,1), initialize=0) m.b30 = Var(within=Binary, bounds=(0,1), initialize=0) m.b31 = Var(within=Binary, bounds=(0,1), initialize=0) m.b32 = Var(within=Binary, bounds=(0,1), initialize=0) m.b33 = Var(within=Binary, bounds=(0,1), initialize=0) m.b34 = Var(within=Binary, bounds=(0,1), initialize=0) m.b35 = Var(within=Binary, bounds=(0,1), initialize=0) m.b36 = Var(within=Binary, bounds=(0,1), initialize=0) m.b37 = Var(within=Binary, bounds=(0,1), initialize=0) m.b38 = Var(within=Binary, bounds=(0,1), initialize=0) m.b39 = Var(within=Binary, bounds=(0,1), initialize=0) m.b40 = Var(within=Binary, bounds=(0,1), initialize=0) m.b41 = Var(within=Binary, bounds=(0,1), initialize=0) m.b42 = Var(within=Binary, bounds=(0,1), initialize=0) m.b43 = Var(within=Binary, bounds=(0,1), initialize=0) m.b44 = Var(within=Binary, bounds=(0,1), initialize=0) m.b45 = Var(within=Binary, bounds=(0,1), initialize=0) m.x46 = Var(within=Reals, bounds=(None,None), initialize=0) m.obj = Objective(sense=maximize, expr= m.x46) m.e1 = Constraint(expr= 2 * m.b1 * m.b14 - 2 * m.b1 - 4 * m.b14 + 2 * m.b1 * m.b34 + 2 * m.b1 * m.b35 - 2 * m.b1 * m.b39 + 2 * m.b2 * m.b3 - 2 * m.b2 - 2 * m.b3 + 2 * m.b2 * m.b31 - 4 * m.b31 + 2 * m.b3 * m.b4 - 2 * m.b4 + 2 * m.b3 * m.b8 - 4 * m.b8 - 2 * m.b3 * m.b43 + 2 * m.b4 * m.b9 - 4 * m.b9 + 2 * m.b5 * m.b7 - 2 * m.b5 - 4 * m.b7 + 2 * m.b5 * m.b11 - 2 * m.b11 + 2 * m.b6 * m.b7 - 2 * m.b6 + 2 * m.b6 * m.b11 + 2 * m.b7 * m.b13 - 2 * m.b13 + 2 * m.b7 * m.b42 + 2 * m.b8 * m.b19 - 4 * m.b19 + 2 * m.b8 * m.b28 - 2 * m.b28 + 2 * m.b8 * m.b44 + 2 * m.b9 * m.b10 - 2 * m.b10 + 2 * m.b9 * m.b18 - 2 * m.b18 + 2 * m.b9 * m.b43 + 2 * m.b10 * m.b19 + 2 * m.b11 * m.b36 - 2 * m.b11 * m.b40 - 2 * m.b12 * m.b13 + 2 * m.b12 - 2 * m.b12 * m.b38 + 2 * m.b12 * m.b40 - 2 * m.b12 * m.b45 + 2 * m.b13 * m.b14 + 2 * m.b13 * m.b25 - 2 * m.b25 + 2 * m.b14 * m.b16 - 2 * m.b16 + 2 * m.b14 * m.b40 - 2 * m.b15 * m.b17 - 2 * m.b15 - 2 * m.b17 + 2 * m.b15 * m.b25 + 2 * m.b15 * m.b35 + 2 * m.b15 * m.b41 + 2 * m.b16 * m.b17 + 2 * m.b16 * m.b26 - 2 * m.b26 - 2 * m.b16 * m.b44 + 2 * m.b17 * m.b18 + 2 * m.b17 * m.b43 + 2 * m.b18 * m.b30 - 2 * m.b30 - 2 * m.b18 * m.b35 + 2 * m.b19 * m.b20 - 2 * m.b20 + 2 * m.b19 * m.b29 - 2 * m.b29 + 2 * m.b20 * m.b30 - 2 * m.b21 * m.b22 + 2 * m.b21 + 2 * m.b22 - 2 * m.b21 * m.b23 - 2 * m.b23 - 2 * m.b22 * m.b24 - 2 * m.b24 - 2 * m.b22 * m.b36 + 2 * m.b22 * m.b38 + 2 * m.b23 * m.b24 + 2 * m.b23 * m.b42 + 2 * m.b23 * m.b45 + 2 * m.b24 * m.b26 + 2 * m.b24 * m.b39 - 2 * m.b25 * m.b27 - 2 * m.b27 + 2 * m.b25 * m.b36 + 2 * m.b26 * m.b27 - 2 * m.b26 * m.b42 + 2 * m.b27 * m.b28 + 2 * m.b27 * m.b44 + 2 * m.b28 * m.b29 - 2 * m.b28 * m.b37 + 2 * m.b29 * m.b31 - 2 * m.b29 * m.b34 + 2 * m.b30 * m.b32 - 2 * m.b32 - 2 * m.b30 * m.b33 + 2 * m.b31 * m.b32 + 2 * m.b31 * m.b33 + 2 * m.b33 * m.b34 - 2 * m.b33 * m.b35 - 2 * m.b34 * m.b37 - 2 * m.b36 * m.b41 + 2 * m.b37 * m.b39 + 2 * m.b37 * m.b41 - 2 * m.b39 * m.b40 - 2 * m.b41 * m.b42 - 2 * m.b43 * m.b44 + m.x46 <= 0)