On a conjecture by Kalai
classification
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conjecturecohen-macaulaycomplexeskalaisimplicialvectorsanswerbalanced
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We show that monomial ideals generated in degree two satisfy a conjecture by Eisenbud, Green and Harris. In particular we give a partial answer to a conjecture of Kalai by proving that $h$-vectors of flag Cohen-Macaulay simplicial complexes are $h$-vectors of Cohen-Macaulay balanced simplicial complexes.
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