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Alexandra L.'s user avatar
Alexandra L.'s user avatar
Alexandra L.'s user avatar
Alexandra L.
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  • Member for 4 years, 8 months
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Deciding whether a system of linear integer inequalities has infinitely many solutions
I am not sure. If a polytope determined by the system is bounded then there are definitely finitely many integer solutions, but if this polytope is not bounded can it still be the case that we have finitely many solutions?
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