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On the complexity of sequentially lifting cover inequalities for the knapsack polytope
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作者 Wei-Kun Chen Yu-Hong Dai 《Science China Mathematics》 SCIE CSCD 2021年第1期211-220,共10页
The well-known sequentially lifted cover inequality is widely employed in solving mixed integer programs.However,it is still an open question whether a sequentially lifted cover inequality can be computed in polynomia... The well-known sequentially lifted cover inequality is widely employed in solving mixed integer programs.However,it is still an open question whether a sequentially lifted cover inequality can be computed in polynomial time for a given minimal cover(Gu et al.(1999)).We show that this problem is N P-hard,thus giving a negative answer to the question. 展开更多
关键词 integer programming sequentially lifted cover inequality COMPLEXITY lifting problem
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