arXiv · math/0504429
A combinatorial proof of Gotzmann's persistence theorem for monomial ideals
Abstract
Gotzmann proved the persistence for minimal growth for ideals. His theorem is called Gotzmann's persistence theorem. In this paper, based on the combinatorics on binomial coefficients, a simple combinatorial proof of Gotzmann's persistence theorem in the special case of monomial ideals is given.
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Satoshi Murai. 2005-04-21. A combinatorial proof of Gotzmann's persistence theorem for monomial ideals. https://arxiv.org/abs/math/0504429
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