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hi everyone thanks for coming to my presentation my name is young im a phd student from the department of applied math and statistics at johns hopkins university today im going to talk about my research spread cutting the plan this is a journal work with my advisor professor amitabh basu and professor mikhail kanfordi and professor marco di zuma they are both from university of padova the results presented here are from our papers because in the plan first let me introduce some definitions a split set is a convex hole of two parallel hyperplanes such that there is no integer points in its interior the closure of this complement is called a split disjunction a split cut to the polyhedra is an inequality that is valid to the intersection of the polyhedron and the split disjunction we also say that the split cut was derived by the corresponding split set the intersection of all the possible split cuts of polyhedron lets call it the split closure based on these definitions there are two