Question: Exercise 2.4. (Constraint aggregation) Given a finite set E and a clutter C of subsets of E, does there always exist a 0,1 knapsack set

Exercise 2.4. (Constraint aggregation) Given a finite set E and a

Exercise 2.4. (Constraint aggregation) Given a finite set E and a clutter C of subsets of E, does there always exist a 0,1 knapsack set K such that C is the family of all minimal covers of K? Prove or disprove. Exercise 2.4. (Constraint aggregation) Given a finite set E and a clutter C of subsets of E, does there always exist a 0,1 knapsack set K such that C is the family of all minimal covers of K? Prove or disprove

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