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Algebraic discrete Morse theory for the hull resolution

We study how powerful algebraic discrete Morse theory is when applied to hull resolutions. The main result describes all cases when the hull resolution of the edge ideal of the complement of a triangle-free graph can be made minimal using algebraic discrete Morse theory.

preprint2015arXivOpen access
Patrik Norén
math.COmath.AC
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Patrik Norén

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